TEAS VI Practice Exam – Math - Section 1 ( 323Qns & Ans in total )| 2021/2022 update - RATED A+

TEAS VI Practice Exam – Math - Section 1 ( 323Qns in total ) Numbers and Operations 1. 1/4 + 2/8 = a. 3/12 b. 3/4 c. 5/4 d. 1/2 2. 4 x 3/7 = a. 1 b. 3/7 c. 1 5/7 d. 12/28 3. 5/6 x 3/4 = a. 5/8 b. 8/10 c. 15/10 d. None of the above. 4. 348 ÷ 6 = a. 48 b. 58 c. 68 d. 74 5. 8 – 3 x 4 + 9 = a. 5 b. - 5 c. 65 d. - 65 6. 18 – 23 + 99 ÷ 3 = a. 28 b. 285 c. 105 d. 37.3 7. – 33 – 5 x 1 = a. 39 b. 38 c. - 38 d. 1 8. 2/3 ÷ 4/5 = a. 3/5 b. 5/6 c. 6/8 d. None of the above. 9. 36 ÷ .4 = a. 9 b. 40 c. 90 d. 144 10. .08 + 7 x 9 = a. 63.08 b. 62.73 c. 63.72 d. 62.37 11. Which of the following is equivalent to 425%? a. .425 b. 4.25 c. 42.5 d. 425 12. Terry has a basket full of various fruits. There are 12 pieces of fruit, and of those, two are bananas. What fraction of fruits is bananas? Express in simplest form. a. 1/6 b. 2/12 c. 1/4 d. 1/3 13. What decimal is equivalent to ¾? a. .34 b. 3.4 c. .75 d. 1.25 14. Which of the following is equivalent to ½? a. 50% b. .5 c. 3/6 d. All of the above 15. Which of the following is equivalent to .6? a. 1/6 b. 3/5 c. 6/100 d. 6/60 16. Three friends have some money in their pockets. Anna has $1.24, Sara has $12.40, and Timmy has $2.42. Later in the day, Anna found 3 dimes on the ground and Timmy’s dad gave him a dollar bill and a quarter. Sara paid for ice cream for the 3 of them and spent $9.24. Who has the most money at the end of the day? a. Anna b. Sara c. Timmy d. Cannot be determined 17. In Science Hill High School, 45% of students are female. What fraction of the students is male? 11 a. 25 13 b. 20 11 c. 20 9 d. 20 18. Two fifths of the members of a Literature Club are published writers. What percent of the members are not published writers? a. 25% b. 40% c. 60% d. 65% 2 19. If 25% of A is equal to 48, then what is 3 a. 124 b. 128 c. 142 d. 122 of A? 20. Barbara purchased three shirts each for $12.54, and two pairs of shoes each for $29.98. How much did she pay in total for these items? a. $78.97 b. $87.79 c. $97.58 d. $99.85 21. John’s annual salary in the year 2010 was $48,560.45 and in the year 2011 was $48,321.55. What is the difference between his monthly salary in years , to the nearest hundredth? a. $19.19 b. $19.91 c. $91.19 d. $29.91 22. Which of the following is a correct statement? a. 5.26 > 25.6 b. 12.124 < 12.214 c. d. 23. Select the correct ordering of the numbers in increasing order. a. 3, -3, .3, -.3 b. .3, 3, -3, -.3 c. -3, -.3, .3, 3 d. 3, .3, -.3, -3 24. Select the correct ordering of the numbers in decreasing order. a. -.41, -.23, -.203, -.198 b. -.198, -.203, -.23, -.41 c. -.198, -.203, -.41, -.23 d. -.203, -.198, -.23, -.41 25. Tommy and Dillon each ordered a pizza. Tommy ate one-half of his pizza, and Dillon ate one- third of his pizza. Tommy Dillon Which inequality represents who ate more pizza? a. b. c. d. 26. Lily has to give her daughter 8 mL of cough syrup at 9:30 a.m. each morning. The doctor prescribed her a bottle of 120 mL. How many days will Lily be able to give her the cough syrup before needing a refill? a. 13 days b. 14 days c. 15 days d. 16 days 27. Tammy is trying to figure out her bank account balance by filling in her check register. On Monday, she spent $12.87 going out to lunch, and then another $2.79 for ice cream. On Wednesday, she deposited a check for $25 dollars. Finally, this morning, she filled up her gas tank for $28.35. If her bank account had $129.23 Sunday night, what is her account balance now? a. $-19.01 b. $110.22 c. $69.01 d. $19.01 28. There is a big sale at the computer store. The computer that Tom has been wanting is on sale for 25% off. If he paid $107.00 after tax, what was the original price? Tax is 7%. a. $142.67 b. $133.33 c. $100.00 d. $400.00 29. A softball player hits 2 out of every 7 times at bat. At this rate, how many times will she get a hit if she went up to bat 28 times? a. 2 b. 8 c. .5714 d. 28 30. A light bulb factory produces 1 defective light bulb for every 1,500 light bulbs. In one week, the factory produces 30,000 light bulbs. How many are expected to be defective? a. 0 b. 2 c. 10 d. 20 31. A newspaper reported that 15% of high school students are in band. A local school district has 1,825 students in the elementary, 1,230 in the middle school and1,680 students in the high school. How many students are expected to be in the band? a. 15 students b. 250 students c. 252 students d. 643 students 32. Micah runs 3 hours every 4 days. At that rate, how many hours will Micah run in 2 weeks? a. 12 b. 10.5 c. 1.5 d. 9 33. Every patient that goes into surgery has a chance of complications. If 1 in every 25 patients has some form of complications, how many patients are expected to have complications if 425 patients go into surgery? a. 17 patients b. 25 patients c. 20 patients d. 15 patients 34. In a basket of fruits, there are 12 bananas, 7 peaches, 18 apples and 6 oranges. What is the ratio of apples to oranges? a. 3:1 b. 12:7 c. 1:3 d. 2:3 35. If 24% of the expression (m + 2n) is 48, then what is 25% of (m + 2n)? a. 40 b. 48 c. 50 d. 56 36. John spends 12% of his salary on groceries each month. If his monthly salary is $3400, how much does he spend on groceries? a. $448 b. $424 c. $412 d. $408 37. In the Global Auction Market, an oak rocking chair valued at $4200, sold for $9400. What is the percent of increase in the value of the chair? a. 103.81% b. 111.38% c. 113.18% d. 123.81% 38. A student paid an auto insurance premium of $360 for six months. Then the premium dropped to $320. Find the percent of decrease in the premium. a. 11.11% b. 12.21% c. 14.11% d. 21.11% 39. If 28% of 20% of A is 420, what is A? a. 7500 b. 7700 c. 7850 d. 8500 40. A washing machine is marked down 32% from its original price of $450. What is the sale price of the washing machine? a. $360 b. $306 c. $300 d. $266 41. A carpet is on sale for $198. The regular price of the carpet was $264. What is the markdown on the price of the carpet? a. 32% b. 29% c. 27% d. 25% 42. A is 29% of 2900, and B% of 290 is 29. What is A + B? a. 812 b. 831 c. 841 d. 851 43. On the first day of the month, the original price of a sofa, which was $304, was marked down 15%. The following day, the discounted price was marked down 12%. What is the marked down price on the second day? a. $227.39 b. $244.43 c. $264.23 d. $268.43 44. John wanted to purchase 3 CD packages and 5 rolls of film. If the price of each CD package is $12.82 and the price of each roll of film is $8.21, how much does it cost to purchase these items? 45. Add 2.3 times 3.2 to the sum of 23 and 32. 46. A grocery store sells 12 cans of soda for $6.24 and 6 cans of soda for $3.92. How much less expensive per can is it if you buy 12 cans? a. $0.23 b. $0.13 c. $0.11 d. $0.10 3 47. To make 4 5 cake? 2 cakes, 3 3 pounds of flour is needed. How much flour is needed to make one a. 0.08 pound b. 0.68 pound c. 0.78 pound d. 0.80 pound 48. Given A and B below, what is the sum of A and B?  1 1  1   +  3  A =  2 3  2   1 1  1     B =  2 3  2  31 a. 2 3 1 b. 12 71 c. 2 121 d. 2 49. In the process of film development, photographers use a chemical called “stop bath.” A 2 photographer used 2 3 2 bottles of stop bath for the first group of rolls of film and 4 3 bottles of stop bath for the second group of rolls of film. How much stop bath did he use for all of the rolls of film? 92 a. 3 91 b. 2 71 c. 3 6 1 d. 4 50. The sum of which numerical expression has the greatest whole number part? 2 1 3 + 2 K = 3 4 13 6 1 + 1 L = 3 4 8 10 + 2 M = 3 4 1 1 5 + 3 N = 3 2 a. K b. L c. M d. N 51. Given A, B, and C below, find A + 2B − 3C. 5 3 A = 7 2 1 B = 5 1 C = 3 13 8 a. 35 3 6 b. 35 18 5 c. 35 1 5 d. 21 52. A house built on ground sank every year according to the following list: 2 2008: 3 in. 1 2009: 7 in. 1 2010: 5 in. 1 2011: 5 in. In which of the following combination of years did the house sink the most? a. 2008 and 2009 b. 2009 and 2010 c. 2010 and 2011 d. 2008 and 2011 53. The sum of which list of numbers is greatest? A: Even whole numbers between 24 and 34 B: Odd whole numbers between 23 and 33 C: Even whole numbers from 24 to 34 D: Odd whole numbers from 23 to 33 a. A b. B c. C d. D 54. Michelle’s income and spending for the first four months of the year are given in the table below. In which two months was her savings the highest? Month Income Spending January $3420 $2970 February $2927 $2212 March $3189 $3020 April $3024 $2730 a. January and February b. February and March c. March and April d. January and March 55. Casey went to a supermarket with $65 in his wallet. He wanted to purchase some sodas and potato chips. Here are the prices after taxes were added to the sale price: A case of Soda: $6.00 A bag of potato chips: $3.00 His money would be sufficient to purchase which of the following: a. 9 cases of soda, and 4 bags of potato chips b. 7 cases of soda, and 5 bags of potato chips c. 6 cases of soda, and 11 bags of potato chips d. 4 cases of soda, and 15 bags of potato chips 56. A, b, c, and d are whole numbers such that a = 2b and b = 2c. Which expression is definitely a whole number? a  b  c a. 2 a  b  2c b. 8 a  b  2c c. 10 a  b  2c d. 12 2 57. The ratio of a to b is 3 and the ratio of c to b is 2 15 . What is the ratio of a to c? 14 a. 3 14 b. 5 c. 5 d. 3 58. The dimensions of the rectangle ABCD are proportional to the dimensions of the rectangle KLMN. Given the following measurements, find the length of the rectangle KLMN. AB = 12 in. and BC = 9 in. Width LM = 18 in. a. 32 in. b. 24 in. c. 20 in. d. 16 in. 59. Which statement is true given the proportion a = c ? b d a = c a. d b d = b b. a c c = b c. d c d = c d. b a 60. Which of the following quantities has the highest rate of change? a. Increase of the height of Michelle from 98 cm at the age of 9 to 108 cm at the age of 14 b. Increase of the height of Sarah from 74 cm at the age of 7 to 92 cm at the age of 11 c. Increase of the height of Joanne from 56 cm at the age of 6 to 82 cm at the age of 10 d. Increase of the height of Alison from 52 cm at the age of 5 to 108 cm at the age of 14 61. The price of land in Jonesboro has been constantly increasing since the year 2001 at the same rate. The price of an acre in 2001 was $420 and, in 2011, it was $540. What is the rate of change per year? a. $18.00 b. $17.00 c. $12.00 d. $11.00 62. Given x = 3.24, y = 2.23, and z = 3.42, what is the value of xyz(x + y + z) to the nearest tenth? a. 251.3 b. 219.7 c. 205.5 d. 201.2 63. The plastic bags are supplied with three types of thickness as follows: Light weight: 0.002 in. Regular weight: 0.0025 in. Heavy weight: 0.003 in. What is the thickness of the stack of 65 light weight, 34 regular weight, and 54 heavy weight bags rounded to the nearest thousandth inch? a. 0.272 in. b. 0.377 in. c. 0.389 in. d. 0.477 in.  m + n  64. Given m = 3.2, n = 2.2, and p = 2.1, what is the value of mnp   to the nearest tenth?  n - p  a. 798.5 b. 789.3 c. 798.5 d. 798.3 65. Given A = 0.035, B = 0.0053, and C = 0.55, round the result of the product (A + 0.25)(B + 0.35)(C + 0.45) to the nearest hundredth. a. 0.10 b. 0.11 c. 0.15 d. 0.16 66. The sides of the triangle ABC are as follows: AB = 2.34 in. BC = 4.034 in. AC = 5.0034 in. Each side of the triangle MNP is twice the corresponding side of the triangle ABC. Round the sum of the perimeters of these triangles in inches. a. 30 in. b. 31 in. c. 32 in. d. 34 in. 67. Which of the following formats of subtraction is arranged properly using the regrouping method for 9415 − 4786? 8 13 11 15 9 4 1 5  4 7 8 6 a. 8 12 10 15 9 4 1 5  4 7 8 6 b. 8 13 10 5 9 4 1 5  4 7 8 6 c. 8 13 10 15 9 4 1 5  4 7 8 6 d. 68. Which subtraction can be performed using the regrouping method? a. 43,0987 − 34,0765 b. 20,007 − 10,003 c. 34,087 − 32,986 d. 54,983 − 44,572 69. John owned a tract of land with an area of 33,456 ft2. He sold 29,657 ft2 of the land. How much land is left? a. 3799 ft2 b. 3898 ft2 c. 3978 ft2 d. 3988 ft2 70. The volume of gasoline in a tanker dropped from 9468 gallons to 7569 gallons after pumping gasoline to the reservoir of a gas station. How much gasoline did the tanker pump into the reservoir? a. 1879 gallons b. 1899 gallons c. 1989 gallons d. 1999 gallons 71. Convert 2π to a decimal number rounded to the nearest ten-thousandth. a. 6.2832 b. 6.3832 c. 6.6821 d. 6.8861 72. The circumference of an irregular closed curve is determined using the formula C = 3π+ π d , 3 where d is the longest distance between two points on its circumference. If d = 3 feet, find the circumference of this closed curve, rounded to the thousandths. a. 14.556 ft2 b. 12.566 ft2 c. 10.862 ft2 d. 10.266 ft2 73. What year is the Arabic numeral MMXII? a. 2008 b. 2009 c. 2011 d. 2012 74. Which numeral represents the Roman expression XXXI + XXIV? a. 55 b. 52 c. 45 d. 43 75. John was born in the year MCMXLIX. Convert his birth year to an Arabic Numeral. a. 1848 b. 1884 c. 1944 d. 1949 76. Which expression represents 70 + 80 + 90? a. LX + LXX + LXXX b. LXX + LXXX + LXXXX c. LCX + LXXX + LXXX d. LXX + LCXX + LXXX 77. Ronald earns $3225 per month. 12% of his salary is withheld for income tax. Find the amount of his take home per month. a. $2883 b. $2838 c. $2787 d. $2778 78. Jason pays 24% of his earnings per month for his home installment. If his income is $4225, how much does he take home after paying the installment? a. $3211 b. $3121 c. $3112 d. $3011 79. The following list shows the salaries of four people along with their total deductions for each month. Which one has the greatest take-home amount? a. Salary = $3402; Total Deduction = 14% b. Salary = $3150; Total Deduction = 15% c. Salary = $3655; Total Deduction = 17% d. Salary = $4455; Total Deduction = 24% 80. Jane’s monthly income in the year 2010 was $48,200, where 14% of her salary was withheld for income tax. In the year 2011, her monthly salary was $51,800, where 16% of her income was withheld for income tax. What was her average take home pay during the years ? a. $48,482 b. $46,486 c. $44,462 d. $42,482 81. The price of one bottle of soda in a grocery store is $0.85. But the store advertised that it will give a discount of 12% for any purchase of more than 8 bottles. What is the sales price of 12 bottles of soda? a. $8.98 b. $8.68 c. $7.96 d. $6.86 82. A stereo system has an original price of $328, and a laptop computer has an original price of $420. A store advertised that for purchasing both a stereo and a laptop, it will give a 12% discount on the total purchase. What is the total sale price of a stereo and a laptop? a. $658.24 b. $678.44 c. $687.24 d. $689.46 83. Different stores offer different prices and discounts for a chair and an ottoman as follows. Which store offers the best purchase price? a. Store A: Original price = $580 with 11% discount b. Store B: Original price = $520 with 9% discount c. Store C: Original price = $490 with 7% discount d. Store D: Original price = $450 with 5% discount 84. The price of office supplies in a store are as follows: Pen: 24 cents Pencil: 18 cents Notebook: $1.24 Paper pack: $3.92 Which equation can be used to calculate the total price of m pens, n pencils, p notebooks and q packages of paper? a. 2.4m + 1.8n + 1.24p + 3.92q b. 0.24m + 0.18n + 12.4p + 3.92q c. 0.24m + 0.18n + 1.24p + 3.92q d. 0.24m + 0.18n + 1.24p + 39.2q 85. Rosie checked her checking account online at 8:00 AM and noticed that her account balance is $4,323. At 9:00 PM, she checked her account again and noticed that the following transactions were posted to her account. Find her final balance after reconciling these transactions: Electronic withdrawal: $320 Electronic withdrawal: $22 Electronic withdrawal: $124 a. $3958 b. $3937 c. $3857 d. $3807 86. The balance of Aaron’s savings account at the beginning of the year was $3197. For six months he deposited $230 each month in his savings account. What is the balance after six months? a. $4378 b. $4577 c. $4676 d. $4766 87. Carol had $4531 in her checking account before going on a trip. At the end of her trip she noticed that the following transactions were posted to her account: Withdrawal: $437 Withdrawal: $291 Withdrawal: $29 Withdrawal: $37 Find her account balance at the end of her trip. a. $3938 b. $3937 c. $3836 d. $3737 88. Jeanne had $2024 in her savings account at the beginning of April. By the end of the month she took the following amounts from her savings account: $212 $102 $210 What is her account balance at the end of the month? a. $1650 b. $1600 c. $1500 d. $1350 89. Russ usually writes checks on his checking account. During the month of May, he wrote checks in the following amounts: $171 $47 $321 $117 If at the beginning of the month his account balance was $3739, what is the balance at the end of the month? a. $3802 b. $3383 c. $3083 d. $3080 90. Which expression is equivalent to 3 + 4(9 − 3) + 11? a. 3 + 4 × 9 − 3 + 11 b. 3 + 4 × 9 − 4 × 3 + 11 c. 3 + 4 × 9 + 4 × 3 + 11 d. 3 − 4 × 9 + 4 × 3 + 11 91. Which expression is the translation of “three times a quantity added to 12, divided by 12?” a. (3 + 12x) ÷ 12 b. (3x + 12) ÷ 12 c. 3(x ÷ 12) + 12 d. 3(x + 12 ÷ 12) 92. What is the value of −4[3 − 4(8 + 1) ÷ 3 − 3] + 12? a. 69 b. 63 c. 60 d. 57 93. To convert degrees Celsius to degrees Fahrenheit, multiply by 9, divide by 5 and add 32. Write a formula that represents these operations. 9 C a. 5 5 C b. 9 + 32. + 32. 32 C c. 5 32 C d. 9 + 9. + 5. 94. What is the value of 4(29 − 19) ÷ 5 − 4 × 13? a. − 49 b. −44 c. 48 d. 44 95. Mika is planning a trip that will cover 1232 miles. Her car gets 28 miles to a gallon. If the price of gas is $3.25 per gallon, determine the cost of gas during her trip? a. $153 b. $148 c. $145 d. $143 96. Sandra purchased the following items for her Club meeting. 12 Packages of cookies each for $4.25 4 Baskets of fruits each for $12.50 42 Cans of soda each for $0.32 How much did she spend in all? a. $114.44 b. $112.42 c. $104.42 d. $102.24 97. Wendy wants to invite a number of friends to an anniversary party at a restaurant. She would like to invite between 14-18 friends. She checked with different restaurants, and they offered the following packages. Which restaurant offered the lowest quote for each guest? a. Restaurant A: $705 for 15 guests b. Restaurant B: $736 for 16 guests c. Restaurant C: $1020 for 20 guests d. Restaurant D: $1250 for 25 guests 98. Catherine is planning to make cookies for her grandchildren. She purchased the following items: 3 Pounds flour each for $1.23 2 Pounds Sugar each for $1.25 3 Packages of Butter each for $3.45 2 Gallons Milk for $3.25 How much did she spend in total? a. $27.14 b. $25.04 c. $24.14 d. $23.04 99. Church Hill College is planning to invite 34 guests for a conference to be held during their centennial anniversary. If the cost of daily meals of each guest is $21 and the conference is to be held for 3 days, what is the total cost of the meals? a. $2414 b. $2214 c. $2142 d. $2042 100. Which list shows the following numbers from the smallest to the greatest? 1 5 4 14 3 , 6 , 5 , 15 1 5 14 4 a. 3 , 6 , 15 , 5 5 1 4 14 b. 6 , 3 , 5 , 15 4 1 5 14 c. 5 , 3 , 6 , 15 1 4 5 14 d. 3 , 5 , 6 , 15 101. Three telecommunication companies plan to lay off some of their workers as listed below: Company A: 70 workers of its 210 workers Company B: 30 workers of its 140 workers Company C: 80 workers of its 200 workers Company D: 60 workers of its 190 workers Which company plans to lay off the highest fraction of it workers? a. Company A b. Company B c. Company C d. Company D 102. Which list shows the following numbers from the greatest to the smallest? 7 , 9 , 11 , 23 8 16 12 24 11 23 7 9 a. 12 , 24 , 8 , 16 7 9 11 b. 8 , 16 , 12 9 23 7 11 c. 16 , 24 , 8 , 12 23 d. 24 , 11 7 9 12 , 8 , 16 103. In a Study Hall, the English teacher assigned four different novels to four different students. At the end of the first week, the following students had the following number of pages left to read: Rachael: 130 pages Raymond: 132 pages Russ: 126 pages Regina: 144 pages At the end of the month, the following pages remained unread. Rachael: 42 pages Raymond: 24 pages Russ: 38 pages Regina: 56 pages Which student left the largest fraction of the novel unread? a. Rachael b. Raymond c. Russ d. Regina 104. Which are the two greatest numbers in the following list? 17 , 7 , 11 , 1 32 12 24 6 11 a. 24 7 17 and 32 11 b. 12 and 24 7 17 c. 12 and 32 7 1 d. 12 and 6 105. Order the following numbers from the smallest to the greatest: 89 11 3 12.25, 11 3 5 , 89 9 , 12.025 a. 9 , 5 , 12.025, 12.25 89 11 3 b. 9 , 12.025, 12.25, 5 11 3 c. 5 , 89 9 , 12.025, 12.25 d. 12.25, 89 11 3 9 , 5 , 12.025 106. John worked the following number of hours per month during the first six months of the year. January: 197.34 hours February: 199.04 hours March: 212.34 hours April: 194.45 hours May: 194.54 hours June: 221.43 hours List his monthly work-hours from the lowest to the highest in terms of months. a. June, March, April, May, January, February b. June, March, April, January, May, February c. April, June, January, February, March, May d. April, May, January, February, March, June 107. Find the middle number among the following data? 321.243, 321 56 , 321.432 , 322.254, 322.245 67 a. 321.243 32156 b. 67 c. 321.432 d. 322.254 108. What is the difference between the smallest and the largest numbers in the following list? 23, 23.01, 230 17 a. 9.74 b. 9.48 c. 7.72 d. 7.47 109. Different schools reported the ratios of the female students to male students in different numerical formats as follows: School A: 1.9 School B: 2 7 School C : 9 School D: 1.09 Which school has the highest fraction of female students? a. School A b. School B c. School C d. School D 110. An Excel spreadsheet is set up in a way that by entering a fraction into a cell, it automatically converts it to a number with two decimal digits. The following numbers are displayed in a spreadsheet. 2.24, 3.25, 0.26 Which list represents the equivalents of these numbers? 52 , 13 , 13 a. 25 4 50 56 , 11 , 13 b. 25 4 50 56 , 13 , 11 c. 25 4 50 56 , 13 , 13 d. 25 4 50 111. Which list represents the equivalents of the following decimal numbers? 4.15, 4.65, 4.25 83 93 17 a. 25 , 20 , 4 83 93 17 b. 20 , 20 , 4 83 93 17 c. 20 , 25 , 4 83 97 17 d. 20 , 20 , 4 112. The dimensions of a rectangular tract of land are 23 7 ft. and 24 5 ft. Which fractions can be 12 8 used to find the area of the land? 283 197 a. 12 and 8 281 197 b. 12 and 8 283 193 c. 12 and 8 283 197 d. 14 and 8 113. Which list represents the equivalents of the following fractions? 84 , 35 , 14 , 35 12 5 2 5 , , 12 5 2 7 d. 7 , 7 , 3 , 9 114. The probabilities of four different events occurring are as follows: 0.32, 0.45, 0.55, 0.75 Which list represents these probabilities in simplest fractional form? 7 9 11 3 a. 25 , 20 , 20 , 4 8 9 17 3 b. 25 , 20 , 20 , 4 8 9 11 3 c. 25 , 20 , 20 , 4 8 9 13 3 d. 25 , 20 , 20 , 4 115. In which number does the digit 9 have the highest place value? a. b. c. d. 116. A physics teacher wrote 238,857 miles on the board as the distance between the moon and the earth. How is it expressed in words? a. two hundred thousand thirty-eight, eight hundred fifty-seven b. two hundred thirty-eight, eight hundred fifty-seven c. two hundred thirty-eight thousand, eight hundred fifty-seven d. two million thirty-eight, eight hundred fifty-seven 117. Which is the name of the number 45,600,006? a. forty-five million, six thousand, sixty b. forty-five million, six hundred thousand, sixty c. forty million, forty-six hundred thousand, six d. forty-five million, six hundred thousand, six 118. The exact distance between two islands in the Atlantic Ocean is 440,056 ft. What is the order of magnitude of this number? a. 8 b. 7 c. 6 d. 5 119. The weight of a notebook is 8.23 oz. and the weight of each package of pencils is 4.23 oz. The weight of a box containing 24 notebooks and 24 packages of pencils can be calculated using the expression 24 × 8.23 + 24 × 4.23. Which expression is equivalent to this expression? a. 24(34.81) b. 24(12.46) c. 8.23 + 101.52 d. 197.52 + 4.23 120. Which expression is equivalent to 3(12 − 1) + 4(13 + 2)? a. 3 × 12 − 4 × 13 + 4 × 2 − 3 × 1 b. 3 × 12 + 4 × 13 + 4 × 2 − 3 c. 3 × 12 + 4 × 13 + 2 − 1 d. 3 × 12 + 4 × 13 + 4 × 2 − 3 × 1 121. Which operation must be performed first when calculating (129 + 321 × 481 + 2)? a. 129 + 321 b. 481 + 2 c. 481 × 2 d. 321 × 481 122. Which of the following equations is false? a. 21 + (11 + 9) = (21 + 11) + 9 b. 21 × (11 + 9) = (11 + 9) × 21 c. 21 ÷ (11 + 9) = (11 + 9) ÷ 21 d. 21 × (11 − 9) = (11 − 9) × 21 123. In a horse race, Horse A beat Horse B by 2 lengths, and Horse B finished 3 lengths ahead of Horse C. By how many lengths did Horse C lose the race to Horse A? a. 6 b. 5 c. 4 d. 3 124. In a school auditorium, there are 24 rows in the main floor and 11 rows in the balcony. If there are 19 seats in each row, which expression can be used to find the number of the seats? a. 19(24) + 11 b. 19(11) + 24 c. 19(24 + 11) d. 19(24)(11) 125. Which of the following is the value of 4[12 + 3(1 + 5)] ÷ 4 1 ? 4 28 4 a. 17 28 1 b. 17 27 4 c. 17 26 7 d. 17 126. If a truck carries a 2 3 4 tons load, how many pounds is it hauling, knowing that 1 ton = 2000 pounds? a. 5250 pounds b. 5450 pounds c. 5500 pounds d. 5600 pounds 127. Which of the following is equivalent to  6 1   1  ?  4  ÷  3 8      a. 8 b. 7 c. 5 d. 2 128. The area of an irregular 4-sided shape is calculated using the formula 1 ab +c + d , where a, b, 3 c and d are the side lengths. If, a = 3, b = 4, c = 3 1 4 and d = 6, which expression can be used to calculate the area?  4  13  6   4  a.    13  3 4   6  b.  4  1  4  13  6  3  4  c.    4  11  6   4  d.   129. What is the proper procedure to calculate 12 3+ 41- 7 ÷  3 5  ?    12    a. Simplify inside brackets, multiply by 12, then divide by the mixed number. b. Simplify inside parentheses, multiply by 12, then divide by the mixed number. c. Simplify inside brackets, multiply by 12 by the mixed number, then divide by 12. d. Simplify inside parentheses, multiply by 3 and 12, then divide by the fraction. 130. For a Physics Project, John designed a micro-tool in the shape of an irregular hexagon. He must also include in his report a general formula for the perimeter of the tool. After measuring the side-lengths repeatedly he found the side-lengths as, 2 mm, 4 mm, 8 mm, 16 mm, 32 mm, and 64 mm. If a is to be the shortest side of the tool, which of the following is a general formula for the perimeter? a. 49a mm b. 51a mm c. 62a mm d. 63a mm 131. To calculate the division 7.73 ÷  7 7  , which set of the procedures can be used?  3    a. Convert the mixed number to a decimal, divide the decimals. b. Convert the mixed number to a decimal, convert the decimal to a mixed number. c. Convert the decimal to a mixed number, then multiply. d. Divide 7.73 by 7, then add to the fraction. 132. Find x. 12[32 − 12(12 − 11) + 12] + 12 ÷ (21 − 17) = x a. 387 b. 368 c. 312 d. 268 133. In the US, about 4 of the residents are registered to vote. In one elections, 5 3 of the registered 4 voters actually voted. What portion of the citizens voted in this election? 3 a. 4 1 b. 4 3 c. 5 1 d. 5 134. Perform the following calculations: 1.11  1    +  4   3  ÷  57     22 a. 15 23 b. 15 19 c. 13 17 d. 13 135. Calculate the following expression: 21  1  3 2 + 31+ 1 5  + 1   3+ 3 a. 9.3 b. 9.1 c. 8.9 d. 6.3 136. Cindy measures a side and a diagonal of a square-shaped garden, and after repeating the measurements, she found the following lengths: Side length = 1200 ft. Diagonal length = 1690 ft. Her friend suggests that if the side length is accurate, then the length of the diagonal must be adjusted in her calculation. Assuming the side length is accurate, which of the following measurements will replace the length of the diagonal if more precise calculations are made? a. 1798 ft. b. 1789 ft. c. 1697 ft. d. 1679 ft. 137. The hypotenuse and the altitude of a right triangle are given as 4 ft. and 13 ft. A student measures the legs of the triangle and comes up with measurements of 12 ft. and 5 ft. To what number must the altitude be adjusted? a. 5.82 ft. b. 5.62 ft. c. 4.81 ft. d. 4.62 ft. 138. Michelle wants to find some ordered pairs to fit in the equation y = 3x − 2. She created the following table: X y 3 7 5 13 7 19 8 21 11 31 Which value in the table must be adjusted in order to verify that the given function represents all the given values in the table? a. 21 must be changed to 22 b. 21 must be changed to 26 c. 31 must be changed to 30 d. 31 must be changed to 33 139. A survey of a group of 300 people shows that 41.33% of the people preferred a twin size bed. Since the fractional part in the context (.33) of individuals may not make sense for a group or audience, how can you adjust the result to make it more sensible? a. 41% b. 42% c. 45% d. 40% 140. An irregular shape is made up of four triangles with areas 143 ft2, 34 ft2, 56 ft2 and 122 ft2. What operation is needed to find the area of the shape? a. Multiplication b. Division c. Subtraction d. Addition 141. To express the value 0.32 as a percent what operation is needed? a. Multiplication b. Division c. Addition d. Subtraction 142. Shannon can type 32 words per minute. To find out how many minutes it takes her to type 2341 words, what operation should be performed on these numbers? a. Addition b. Subtraction c. Multiplication d. Division 143. Each ton is about 2000 pounds. To find out how many tons make up 4589 pounds, what operation must be performed using these numbers? a. Multiplication b. Division c. Addition d. Subtraction 144. Which of the following is the best estimation of 2300 × 3209? a. 7,360,000 b. 7,370,000 c. 7,380.000 d. 7,400,000 145. Mt. Whitney is 14,494 feet above sea-level and Rock Valley is 347 feet below sea-level. Which of the following is the best estimation of the difference in these elevations? a. 14000 b. 14500 c. 15000 ft. d. 1480 ft. 146. Which is the best estimation of a. 30 b. 29.29 c. 29 d. 28.89 45008 ? 1505 147. A submarine is submerging at the rate of 11 feet per second. Which is the best estimate of its distance from the surface of the ocean after 39 seconds? a. 440 ft. b. 400 ft. c. 385 ft. d. 380 ft. 148. To find a reasonable estimate of 1129 , which fraction is the best choice? a. 1100 b. 1100 33000 c. 1100 d. 110 149. The thickness of each bag of wheat stacked in a silo is 9 inches. If in each column of the silo 43 bags are stacked, which of the following is a reasonable estimate of the height of the bags? a. 300 in. b. 330 in. c. 400 in. d. 450 in. 150. To find a reasonable estimate of 1000.01 × 100, which expression is the best choice? a. 10010 × 100 b. 1000 × 100 c. 1001 × 100 d. 1000 × 101 151. Which is a reasonable estimate of the total amount of the following coins, in dollars? 40 quarters 10 dimes 20 nickels 770 pennies a. $20 b. $19 c. $18 d. $17 12 152. Which ratio is proportional to ? 48 7 a. 24 5 b. 28 7 c. 28 6 d. 28 153. Which proportion is true? 22  18 a. 77 64 11  18 b. 77 63 22  16 c. 77 63 22  18 d. 77 63 154. There are 3 teachers for every 38 students in Cherokee Middle School. If there are 798 students, how many teachers are at the Cherokee Middle School? a. 63 b. 65 c. 76 d. 79 155. Which number must be placed inside the box 11 = ? 28 35 a. 12.25 b. 12.85 c. 13.25 d. 13.75 156. On weekends, 22% of customers of a restaurant are senior citizens. If during one weekend the number of customers of the restaurant were 1050, how many of them were senior citizens? a. 213 b. 219 c. 231 d. 243 157. Let p and q represent the following simple statement: p is a number less than zero. q is a negative number. Which statement is true? a. If p, then q. b. If q, then not p. c. If q but not p, then q. d. If q but not p, then q. 158. The following simple statements are given: p: Mika likes Ronald q: Ronald likes Mika. Which symbolic statement is true? a. p  q b. p  q c. p  q  p d. p  q  q 159. p and q define the following statements: p: John visited New York. q: John visited London. Which statement represents “John visited New York or London, but not both at the same time?” a. q  q  p b. p  q  p c. p  q d. p  q 160. The following statements are given: Elementary schools are closed on Sunday. It is Sunday. Write a conditional statement by combining these statements. a. If elementary schools are closed, then it’s Sunday. b. It is either Sunday or the elementary schools are closed. c. If it is Sunday, then the elementary schools are closed. d. If the elementary schools are closed, then it may not be Sunday. 161. The following statement is given: In any right triangle, the sum of two acute angles is 90º. Which triangle is a right triangle? a. Triangle ABC, in which the difference of two angles is 90º. b. Triangle DEF, in which no angle is obtuse. c. Triangle GHK, in which two angles are acute. d. Triangle LMN, in which one angle is obtained by subtracting the other angle from 90º. 162. The following simple statements are given: All members of a Literature club are published authors. John is a member of this club. Which statement is true? a. John is a publisher. b. John may be both an author and a member of the club. c. John may be a published author. d. John is a published author. 163. The following statements are given: S = set of integers that are even and are divisible by 3. a is an even integer. Which statement is true? a. a is not definitely a member of S. b. a is not a member of S. c. a may be a member of S. d. a is a member of S. 164. The following statements are given: All the students in Algebra class are attending Geometry class. All the students in Geometry class are attending History class. John is in History Class. Which statement is true? a. John may attend Algebra and/or Geometry class(es). b. John is not attending Algebra class. c. John is not attending Geometry class. d. John is attending both Algebra and Geometry classes. 165. Which general formula can be used for all the numbers in the following series? 2, 6, 12, 20… a. 2n(2n − 1) b. n(n - 1) c. 2n(n + 1) d. n(n + 1) 166. The sum 1 + 2 + 3 = 6 is simplified as 32 – 3 = 6 which means that the sum equals the square of the last term minus the last term. Using this method, the sum 1, 2, 3, . . . , n is generalized as n2 − n. Which number disproves this generalization? a. 2 b. 3 c. 4 d. Both 2 and 4 167. A brick staircase is made up of 8 steps. The bottom step has 18 bricks, and each successive step has two less bricks. How many bricks are used in the staircase? a. 88 b. 82 c. 76 d. 66 TEAS Practice Exam – Math - Section 2 Algebra 168. Solve 3x + 11 = 31 – x. a. 7 b. 5 c. 4 d. 2 169. Sarah and her father together are 47 years old. If her father is 34 years old, what is Sarah’s age? a. 19 b. 17 c. 13 d. 11 170. The ratio of two numbers is 13. If the larger number is 1027, what is the smaller number? a. 79 b. 83 c. 87 d. 89 171. Solve the equation 5x − 11 = 39. a. 14 b. 13 c. 11 d. 10 172. The side-lengths of a triangle are described by x2 + x + 1, 3x − 2, and 3x2 + x. What is the perimeter of the triangle? a. 4x2 + 5x − 1 b. 4x2 + 4x − 1 c. 4x2 + 5x + 3 d. 4x2 + 5x − 2 173. Subtract (3x2 + 1) from (4x3 + 2x2 + x). a. 4x3 − x2 + 2x − 1 b. 4x3 − 2x2 + x − 1 c. 4x3 − x2 + x + 1 d. 4x3 − x2 + x − 1 174. The dimensions of a rectangle are described by (x + 2) and (x + 3). Which of the following describes the area of the rectangle? a. x2 + 5x + 5 b. x2 + 6x + 6 c. x2 + 5x + 6 d. x2 + 6x + 5 175. Add (x2 + x) to (8x3 + 2x2 − x − 1). a. 8x3 + 3x − 1 b. 8x3 − 3x2 − 1 c. 8x3 + 3x2 − 1 d. 8x3 + 3x2 − 2x 176. Write an equation: “value of x is two more than three times x.” a. 3x = x + 2 b. 3x = x − 2 c. x = 2 + 3x d. x = 2 − 3x 177. Which of the following is the translation of the expression “The sum of 3 times a number and 3, added to 5 times the number?” a. 8x + 3 b. 5x + 3 c. 8x + 5 d. 5x + 8 178. The sum of the right angle and an acute angle in a right triangle is greater than 123º. Which expression represents this relationship? a. x + 90 < 123 b. x + 90 > 123 c. x + 123 > 90 d. x + 123 < 90 179. Which is the translation of the phrase “11 more than the triple of a number?” a. 11x + 3 b. 3x + 11 c. 3(x + 11) d. 3x + 33 180. Which of the following is the solution to the equation |x + 12| = 25? a. 12 or 37 b. 17 or 33 c. 13 or −37 d. −13 or 37 181. The temperature on the surface of Mars fits the inequality is the range of the temperature? a. −29  C  −141 b. 29  C  141 c. 141  C  29 d. −141  C  −29 C + 85  56 , in degrees Celsius. What 182. Which is the solution set to the inequality x +5  16 ? a. x > −11 or x < −21 b. x > 11 or x < −21 c. x < 11 or x < 21 d. x < 11 or x < 21 183. A physician who has practiced medicine for over 20 years realizes that more than 92% of the babies he delivered weighed p pounds such that the babies? a. 9  p   5 b. 9  p  5 c. 9  p  5 d. 9  p  5 p -7  2 . What is the range of the weights of 184. Solve the equation 3x + 11 = 51 − x. a. 12 b. 10 c. 6 d. 2 185. The length of a rectangle is 12 ft. longer than twice its width. If the total length of a width and a length is 44 ft., what is the measure of a width? a. x = 22 ft. b. x = 19 ft. c. x = 18 ft. d. x = 16 ft. 186. Solve the inequality 5x − 19 > 3x + 33. a. x > 26 b. x > 28 c. x < 26 d. x < 28 187. If the radius of a circle is doubled, how will its area be changed? a. Increase two times. b. Increased four times. c. Increased by two. d. Increased by four. 188. If x in x(22 − 19) is tripled, how much is the value of the expression changed? a. Will Increase by 6x b. Will increase 6x times c. Will increase by 8x d. Will increase 8x times 189. If x in the expression 12(x + 3) + 9 is increased by 9, how will the value of the expression be changed? a. Will be increased by 132 b. Will be decreased by 132 c. Will be increased by 126 d. Will be decreased by 126 190. A side-length of a square-shape pool is 44 ft. If its length extended to 48 ft., how much will its area be increased? a. 466 ft2 b. 468 ft2 c. 386 ft2 d. 368 ft2 191. If x in the expression 3(x + 9) − 12 is decreased by 9, how much will the value of the expression be changed? a. Will be decrease by 62 b. Will be decreased by 51 c. Will be decreased by 43 d. Will be decreased by 27 192. To solve equations such as 3.23x + 4.12 = 1.19 − 21.8x, which step must be followed first in order to make the solution easier? a. Remove the decimal from the left side. b. Cancel the decimals. c. Multiply all the terms by 10 d. Multiply all the terms by 100. 193. To solve the equation x 4 =3 , what step must be taken first? 5 9 a. Divide the fractions by 45. b. Multiply the denominators by 45. c. Cross multiply the proportion. d. Change the mixed number to an improper fraction. 194. To solve equations such as 1 x+ 5 = 1 , which step must be followed first in order to make the 18 12 6 solution easier? 1 a. Move 6 1 to the left side. b. Add 6 to the left side. c. Multiply all the terms by 36. d. Divide all the terms by 36. 195. What are two different methods to verify that 24 = 3 ? 32 4 a. Division and Reducing b. Cross-multiplication and Reducing c. Multiplication and Reducing d. Cross-multiplication and Division 196. The equation 12 = 6(3 + x) is obtained from the equation 12 − 3(3 + x) = 3(3 + x), using algebraic operations. How is the expression (3 + x) doubled on the right side? a. By multiplying all the terms by 2. b. By replacing x by x + 3. c. By adding 3(3 + x) to both sides. d. By subtracting 3(3 + x) from both sides. 197. Solving the equation 1  1  =  5  yields 1 = 5 . How can you complete the solution?     2  7   x  14 x a. By cross-multiplication b. By division c. By subtraction d. By multiplication 198. We know that the perimeter of a rectangle with the dimensions a and b is equal to 2(a + b). How does doubling the sum of a and b give the perimeter? a. Perimeter = 2a + a + 2b + b = 2(a + b) b. Perimeter = 2a + 2a + b + b = 2(a + b) c. Perimeter = a + a + b + b = 2(a + b) d. None of the above 199. The following set of numbers fit the sides of right triangles: a = 3 b = 4 c = 5 a = 6 b = 8 c = 10 a = 9 b= 12 c = 15 a = 12 b = 16 c = 20 Using this pattern, find a general formula for the sides of right triangles. a. a = n(3), b = n(5), and c = n(6) b. a = n(2), b = n(4), and c = n(5) c. a = n(3), b = n(5), and c = n(7) d. a = n(3), b = n(4), and c = n(5) 200. What pattern is used for generating numbers in the series below: 4, 9, 19, 39, 79, . . . , a. Add 1 to each number, then double. b. Double each number, then add 1. c. Subtract 1 from each number, then double. d. Double each number, then add 2. 201. Raymond is studying hard in his Algebra class to improve his exam scores. The following numbers show his scores for the first five exams: 45, 56, 63, 75, 84 What is likely to be his score in the sixth exam? a. 70 b. 85 c. 89 d. 94 202. Which formula is used to generate the numbers in the series below? 4, 9, 19, 34, 54, . . . , a. 6 added to each term, then 1 is subtracted. b. 5 added to each term, then added 10. c. Multiple of 5 added to each term beginning with 5. d. Multiple of 10 added to each term beginning with 10. 203. The numbers below follow a general pattern. What is the next number in the series? 100, 98, 94, 88, . . . a. 72 b. 78 c. 80 d. 82 204. The relationship between P and n is defined by P = 4n. If n increases, how will P change? a. P will increase. b. P will decrease. c. P first will increase, then will decrease. d. P first will decrease, then will increase. 205. The area of a rectangle is A = ab. Given A as a constant, how will b vary if a is doubled? a. b will be decreased by one-half. b. b will be increased by one-half. c. b will be decreased by one-third. d. b will be doubled. 206. The relationship between R and x is defined by R= 5 . If x increases how will R change? x a. R will increase. b. R will decrease. c. R first will increase, then will decrease. d. R first will decrease, then will increase. 207. Volume of a gas varies with its temperature and its pressure. This relationship is described by V = TP, where V is volume, T is temperature and P is pressure. If the volume of a gas is constant, then what is the relationship between T and P? a. If T decreases, then P decreases b. If T stays constant, then P increases. c. If T increases, then P decreases. d. If T increases then P increases. 208. Which function can be described by the given graph below? a. y = mx + b xy  5 b. 4 c. y = x2 + 3x − 7 d. y = 3x3 + 4x 209. Which function represents the graph below? a. y = 2x + c b. y = 2x3 + 3x + c c. y = 2x + 3x + c d. y = ax2 + bx + c Go to the next page. 210. Which graph can represent the path of launching a projectile? a. b. c. d. 211. The difference between an acute angle and the right angle in a right triangle is 32º. Which equation can be used to find the acute angle? a. 90 − x = 32 b. 90 + x = 32 c. 32 − x = 90 d. −32 + x = 90 212. Which expression represents the phrase “nine times a number added to 32, subtracted from 193”? a. 222 + 9x b. 222 − 9x c. 160 + 9x d. 161 − 9x 213. The sum of two consecutive even integers is 650. Which equation can be used to find these numbers? a. 2x + 1 = 650 b. 2(x + 1) = 650 c. 2x − 1 = 650 d. 2(x − 1) = 650 214. John scored 89 and 83 in his first two Geometry exams. He wants to score an average of 90 in the exams. Which equation can be used to predict his score in the third exam? a. x + 162 = 290 b. x + 182 = 280 c. x + 172 = 270 d. x − 172 = 265 215. Which statement is true? a. If p: (x − 1)(x + 3) = 0, then q: x = 1. b. If p: (x − 1)(x + 3) = 0, then q: x = −1. c. If p: (x − 1)(x + 3) = 0, then q: x = 3. d. If p: (x − 1)(x + 3) = 0, then q: x = 4. 216. The following equation is given along with solutions: p: (x + 9)(x − 5) = 0 q: x = −9 r: x = 5 Which statement is true? a. q r b. p  q c. pqp d. r  qp 217. If (x + 3)(x + 23) = 0, then which statement is true? a. x = −3 or x = −23 b. x = −3 and x = −23 c. x = 3 or x = −23 d. x = 3 and x = −23 218. The following statements are given: All the members of the Hemingway Club are published authors. Ronald is not a member of a Sport club. Jason is a published author. Olivia is a member of the Hemingway Club. Which statement is true? a. Olivia is a member of the Sport Club. b. Jason is a member of the Hemingway Club. c. Ronald is a member of the Hemingway Club. d. Olivia is a published author. 219. The sum of the numbers 1 + 2 + 3 + 4 + 5 +, . . . , + n is equal to S  1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 + 9 + 10 + 11 + 12 + 13 + 14 + 15? a. 144 b. 140 c. 120 d. 112 nn + 1 2 . What is the sum of 220. Ronald concluded that 3 = 4 by dividing both sides of the equation 3(x − 1) = 4(x − 1) by the same expression (x − 1). How did he use the simplification of an equation improperly? a. Subtracted zero from both sides. b. Multiply both sides by zero. c. Added zero to both sides. d. Divided both sides by zero. 221. Consider the pattern among the following equations: 37 × 3 = 111 37 × 6 = 222 37 × 9 = 333 37 × 12 = 444 37 × 15 = 555 Which number must fill the blank in the equation 37 × = 888? a. 19 b. 20 c. 23 d. 24 222. Consider the numerical equations below: (1 × 9) + 2 = 11 (12 × 9) + 3 = 111 (123 × 9) + 4 = 1111 (1234 × 9) + 5 = 11111 (12345 × 9) + 6 = Following the same pattern, which number must fill the blank in the equation ( × 9) + = ? a. 9 b. 8 c. 7 d. 6 TEAS Practice Exam – Math - Section 3 Data Interpretation 223. The numbers of hours of sunshine in Roan Mountain during one week of the summer is displayed in the graph below: Which data table fits the bar graph? a. Day Fri Sat Sun Mon Tue Wed Thu Sunshine 7.0 8.5 8.5 5.2 9.0 6.2 5.5 b. Day Fri Sat Sun Mon Tue Wed Thu Sunshine 7.0 4.5 8.5 5.2 9.0 6.2 5.5 c. Day Fri Sat Sun Mon Tue Wed Thu Sunshine 7.0 4.5 8.5 5.2 9.0 6.2 7.5 d. Day Fri Sat Sun Mon Tue Wed Thu Sunshine 7.0 4.5 8.5 8.2 9.0 6.2 5.5 224. Which frequency table represents the following data: 126, 129, 126, 126, 126, 128, 126, 126, 129, 129, 127, 130, 127, 127, 128, 128, 128, 129, 128, 126 a. Data Frequency 126 8 127 3 128 6 129 4 130 1 b. Data Frequency 126 7 127 3 128 5 129 3 130 1 c. Data Frequency 126 7 127 3 128 5 129 4 130 2 d. Data Frequency 126 7 127 3 128 5 129 4 130 1 225. The percentages of different elements in a chemical substance is shown in the table below. Carbon 34% Oxygen 26% Hydrogen 21% Sulfur 12% Nitrogen 7% Which pie chart represents the data in the table? a. b. c. d. 226. The following table shows the number of graduates of Boone Creek High School during years . Year Number of Graduates 2004 453 2005 571 2006 356 2007 398 2008 433 2009 405 2010 447 2011 511 Which line graph represents the data in the table? (Numbers starting from 1 represent the years 2004, 2005, and so forth.) a. b. c. d. 227. The Venn Diagram below displays the number of students attending different classes. What is total number of students attending Literature class? a. 51 b. 49 c. 43 d. 37 228. The graph below represents the amount of rain during a week of spring in New York, in millimeters. Which is the best estimate of the range of the data given in the graph? a. 4.2 mm b. 5.6 mm c. 5.9 mm d. 6.2 mm 229. The following stem - and - leaf graph represents a set of data. What is the median of the data? a. 46 b. 51 c. 55 d. 58 Use the following information to answer questions 230 and 231. The amounts of money a Telecommunication Company spent on ads for the years are shown in the table below. Year Amount (in dollars) 2005 190,000 2006 230,000 2007 110,000 2008 150,000 2009 160,000 2010 180,000 230. In which year was the advertisement cost the highest? a. 2005 b. 2006 c. 2009 d. 2010 231. In which year was the advertisement cost the lowest? a. 2006 b. 2007 c. 2008 d. 2010 232. The values of the variables a, b, c and d are given in the table. On which variable is P dependent, such that P = 3 + 2x? P a b c d 1 2 −1 6 −2 9 4 3 −1 3 21 2 9 8 −7 a. Variable a b. Variable b c. Variable c d. Variable d 233. The values of the variables m, n, p and q are given in the table. On which variable is T dependent, such that T = 3x2 − 1? T m n p q 11 2 −3 4 −2 26 −4 7 −1 3 2 2 5 8 −1 a. Variable m b. Variable n c. Variable p d. Variable q 234. The values of the variables m, n, p and q are given in the table. On which variable is R dependent on, such that R = 3x + 2 ? 2 R m n p q −5 −4 −1 6 1 7 4 3 −1 3 10 6 9 8 −7 a. Variable m b. Variable n c. Variable p d. Variable q 235. The pie chart below represents the data in the table. What is the relationship between the sum of percentages and the area of the circle? a. The sum of the numbers is equal to the area of the circle. b. The sum of the numbers is equal to the circumference of the circle. c. The sum of the numbers is 100% and the total shaded regions is 100% of the circle. d. The sum of the numbers is 100% of the diameter of the circle 236. The bar graph represents the data in the table. How are the areas of the States of Alabama, Maryland and Minnesota shown in the graph? a. By the columns above the horizontal line 200,000. b. By the columns between the horizontal lines of 100,000 and 200,000. c. By the column above the horizontal line 100,000. d. By the columns below the horizontal line 100,000. 237. The bar graph represents the data in the table. How are the areas of the States of Arizona and Montana shown in the graph? State Land Area Arkansas 52000 Arizona 113,650 Connecticut 4850 Michigan 56800 Montana Minnesota 79600 80000 60000 40000 20000 0 a. By the columns above the horizontal line 100,000. b. By the columns below the horizontal line 100,000. c. By the columns between the horizontal lines 100,000 and 80,000. d. By the columns between the horizontal lines 80,000 and 60,000. Use the following information to answer questions 238 through 242. The scores of six students in Science verses their scores in History are shown in the table below. Student A Student B Student C Student D Student E Student F Science Score 86 76 68 94 92 73 History Score 71 98 86 67 81 92 238. Which student scored lowest grade only in History? a. Student A b. Student B c. Student D d. Student E 239. What is the difference between the ranges of the scores of the two subjects? a. 1 b. 2 c. 4 d. 5 240. Which student scored the lowest grade only in Science? a. Student A b. Student C c. Student D d. Student E 241. Which student scored the highest in Science and lowest in History? a. Student A b. Student B c. Student D d. Student E 242. What is the difference between the mean of the scores of both subjects? a. 4 b. 3.5 c. 1.5 d. 1 Use the following information to answer questions 243 through 247. In a clinical trial, during four weeks of the trial period, each week certain number of patients in each group pulled out from the trial. The following table shows the number of pull-outs for all groups. Groups First Week Second Week Third Week Fourth Week Group A 11 32 20 19 Group B 32 44 9 33 Group C 14 21 21 29 Group D 30 39 11 12 243. In which week was the number of patients who pulled out from the trial the highest? a. First week b. Second week c. Third week d. Fourth week 244. Which group had the highest number of pull outs? a. Group A b. Group B c. Group C d. Group D 245. Which group had the lowest number of pull outs? a. Group A b. Group B c. Group C d. Group D 246. In which week was the number of patients who pulled out from the trial the lowest? a. First week b. Second week c. Third week d. Fourth week 247. Which group had the highest pull-out average? a. Group A b. Group B c. Group C d. Group D 248. In a daycare, the ages of children are as follows: 4, 5, 3, 5, 4, 6, 6, 4, 7, 3, 5 What is the median of the ages? a. 3 b. 4 c. 5 d. 6 249. The average of three consecutive integers is 16. What is the smallest integer? a. 15 b. 16 c. 17 d. 18 250. The heights of a group of students are given below, in centimeters. What is the range of the heights? 145, 146, 146, 154, 158, 166, 172, 174 a. 29 cm b. 30 cm c. 32 cm d. 35 cm 251. Olivia made the following scores in her History tests. What is the average of her scores? 86, 72, 78, 88 a. 81 b. 80 c. 78 d. 75 252. What is the mode of the following data? 20, 11, 15, 17, 15, 17, 19, 15, 11, 11, 20, 15 a. 11 b. 15 c. 17 d. 20 253. A 6-sided die is rolled. The probability of getting an odd number is represent? 1 . What does this fraction 3 a. It means that the chance of an odd number is 3 out of 1. b. It means that the chance of an odd number is 1 out of 3. c. It means that the chance of an odd number is 1 out of 6. 1 d. It means that the chance of an odd number is 1 out of . 3 254. A box contains 42 red and green marbles. The probability of choosing a red marble from the box 4 is . What can be concluded from this fraction? 7 a. There are 36 red marbles in the box. b. There are 24 red marbles in the box. c. There are 22 red marbles in the box. d. There are 18 red marbles in the box. 9 255. There are 32 students in Algebra class. The chance of choosing a female student is . 16 What does this fraction represent? a. The number of male students is 14. b. The number of male students is 16. c. The number of male students is 15. d. The number of male students is 12. 256. Box A contains 124 cards marked with positive integers. The chance of choosing an odd integer is 12 . What does this fraction represent? 31 a. There are 42 even integers in the box. b. There are 44 even integers in the box. c. There are 48 even integers in the box. d. There are 76 even integers in the box. 257. What chance is there of choosing a number divisible by 5 from the numbers between 53 and 75? 7 a. 18 4 b. 17 5 c. 18 4 d. 21 258. Of a group of 50 students, 20 attend Algebra class. If a student is chosen randomly from the group of 50, what is the chance that the student is not attending Algebra class? 3 a. 5 4 b. 5 1 c. 5 2 d. 3 259. Describe the correlation between height and shoe size. a. Positive b. Negative c. No correlation d. Cannot be determined. 260. Describe the correlation between time spent exercising and weight. a. positive b. negative c. no correlation d. cannot determine 261. For years, teachers have always said the more you study, the better you do on your test. Juan wanted to conduct an experiment to see if that was indeed true. He had studied for his first science test for 5.5 hours and got a 93%, his second science test for 2 hours and got a 89% and for his last science test for half an hour and got a 78%. Which of the following sentences best describe this situation? a. There is a positive correlation between studying and grades. b. The grade is the independent variable. c. The two parameters are inversely related d. Cannot be determined. 262. Describe the correlation between height and hair length. a. positive b. negative c. no correlation d. cannot determine 263. The table represents the side of a square compared to its area. Side Length Area 2 inches 4 square inches 4 inches 16 square inches 9 inches 81 square inches 12 inches 144 square inches Which of the following statements are true based on the previous relationship? a. If these two variables were graphed, the result would be linear. b. If these two variables were graphed, the area would be the independent variable. c. If these two variables were graphed, the slope is always positive. d. If these two variables were graphed, there would not be any correlation. TEAS Practice Exam – Math - Section 4 Measurements 264. 1000 mg = g a. 1 b. 10 c. 100 d. 110 265. 160 cm = mm a. 1.6 b. 16 c. 160 d. 1600 266. 109 g = kg a. .0109 b. .109 c. 1.09 d. 10.9 267. 4 L = ml a. .4 b. 40 c. 400 d. 4000 268. 75 ml = L a. .0075 b. .075 c. .75 d. 7.5 269. A man weighs 80 kilograms. How much does he weigh in pounds? a. 176 lbs. b. 185 lbs. c. 210 lbs. d. 80 lbs. 270. A kitten was weighed at 4 weeks old and the scale registered 0.8 lbs. If the kitten gains 0.05 lbs. per week, what will the kitten weigh at 8 weeks old? a. 4.5 lbs. b. 4.2 lbs. c. 1.0 lbs. d. 8.2 lbs. 271. Greg is building a rectangle dog run. He has 14 pieces of fencing, each piece measuring 5’ by 5’. Which of the following areas are plausible for the dog run? a. 150 ft2 b. 250 ft2 c. 300 ft2 d. All of the above 272. David walks 6 miles in 4 hours. What is the unit rate? a. 6 mph b. 2 mph c. 1.5 mph d. 3 mph 273. During what time period is the greatest rate of change? a. 0 – 1.0 b. 2.0 – 3.0 c. 1.0 – 2.0 d. 4.0 – 5.0 274. 54⁰ F = ⁰ C a. 1.2 b. 10.22 c. 12.22 d. 102.22 275. 32⁰ C = ⁰ F a. 89.6 b. 88.9 c. 86.9 d. 100 276. A woman weighs 132 pounds. What is her weight in kilograms? a. 13,200 b. 1,320 c. 132 d. 60 277. A man is 6’4” in height. How tall is he in centimeters? a. 152 b. 164 c. 193 d. 640 278. Which of the following is equivalent to 3 pounds and 12 ounces? a. 42 ounces b. 48 ounces c. 52 ounces d. 60 ounces 279. The weight of the object M is 9 kg and 112 g, and the weight of the object N is 1200 g. What is the total weight in grams? a. 10122 grams b. 10312 grams c. 11021 grams d. 13021 grams 280. What is the total, in inches, of 5 yards, 5 feet and 22 inches? a. 262 inches b. 254 inches c. 248 inches d. 234 inches 281. How many miles are in 24,500 kilometers? a. 12,512.5 miles b. 15,312.5 miles c. 15,315.5 miles d. 15,512.5 miles 282. Which of the following has the unit rate of 32 miles per hour? 128