Edrftgyihu jiuh
Technical Mathematics
with Calculus, 2nd
ST
Canadian Edition
UV
TEST BANK
IA
_A
Michael Calter
Paul Calter
PP
────────────────────────────────────────────────────
Comprehensive Test Bank for Instructors
RO
and Students
||| ||| || ||| || | || ||| | || ||| |
VE
9780470678848
© Michael Calter & Paul Calter. All rights
D?
reserved. Reproduction or distribution without
permission is prohibited.
© MEDGEEK
, Edrftgyihu jiuh
Technical Mathematics with Calculus — Complete Test
Bank
Michael Calter and Paul Calter
ISBN: 9780470678848
ST
Chapter 1: Numerical Computation
Chapter 2: Introduction to Algebra
Chapter 3: Simple Equations and Word Problems
UV
Chapter 4: Functions
Chapter 5: Graphs
Chapter 6: Geometry
Chapter 7: Right Triangles and Vectors
Chapter 8: Factoring and Fractional Equations
Chapter 9: Fractions and Fractional Equations
IA
Chapter 10: Systems of Linear Equations
Chapter 11: Determinants
Chapter 12: Matrices
Chapter 13: Exponents and Radicals
_A
Chapter 14: Quadratic Equations
Chapter 15: Oblique Triangles and Vectors
Chapter 16: Radian Measure and Arc Length, and Rotation
Chapter 17: Graphs of the Trigonometric Functions
Chapter 18: Trigonometric Identities and Equations
PP
Chapter 19: Ratio, Proportion, and Variation
Chapter 20: Exponential and Logarithmic Functions
Chapter 21: Complex Numbers
Chapter 22: Analytic Geometry
Chapter 23: Binary, Hexadecimal, Octal, and BCD Numbers
RO
Chapter 24: Inequalities and Linear Programming
Chapter 25: Sequences, Series, and the Binomial Theorem
Chapter 26: Introduction to Statistics and Probability
Chapter 27: Derivatives of Algebraic Functions
Chapter 28: Graphical Applications of the Derivative
VE
Chapter 29: More Applications of the Derivative
Chapter 30: Integration
Chapter 31: Applications of the Integral
Chapter 32: More Applications of the Integral
Chapter 33: Derivatives of Trigonometric, Logarithmic, and Exponential Functions
D?
Chapter 34: Methods of Integration
Chapter 35: Differential Equations
Chapter 36: Solving Differential Equations by the Laplace Transform and by Numerical
Methods
Chapter 37: Infinite Series
© MEDGEEK
, Chapter 1 Test Bank Calter: Technical Math with Calculus, Cdn 2nd Ed
Name _________________________
1. Insert the proper sign of equality or inequality (=, , >, <) between the
pair of numbers: 1/3 ____ .333
2. Insert the proper sign of equality or inequality (=, , >, <) between the
pair of numbers: -0.5 ____ -2/3
3. Insert the proper sign of equality of inequality (=, , >, <) between the
ST
pair of numbers: 0.31 ____ −0.313
4. Evaluate the expression: |27 - 9| - |-11 - 6|
5. Evaluate the expression: -|6 - 7| + |-3 - 4|
UV
6. Evaluate the expression: −|4 + 1| − |−4 + 1|
7. Round each number to two decimal places.
(a) 23.746
IA
(b) 54.995 001
(c) 94.355
_A
8. Round each number to two significant digits.
(a) 80.60
(b) 523.905
PP
(c) 72.164
9. Round each number to the nearest thousand.
(a) 657 495
RO
(b) 4500.1
(c) 4500
10. Determine the number of significant digits in each approximate number.
VE
(a) 0.076 (b) 14 200
(c) 5.089 (d) 0.540
11. Determine the number of significant digits in each approximate number.
D?
(a) 50.5 (b) 0.03
(c) 30.0 (d) 1000
1
, Chapter 1 Test Bank Calter: Technical Math with Calculus, Cdn 2nd Ed
12. Combine these approximate numbers and round appropriately:
8235.4 + 98
13. Combine these approximate numbers and round appropriately:
696 + 15.2
14. Combine these approximate numbers and round appropriately:
−60.6 − (−1.21)
15. An ocean liner sailed 715 nautical miles in one day and 689 in the next. How
many nautical miles did the liner sail all together?
ST
16. Maria has exactly $1500 available for monthly expenses. She spent $479 on
transportation, $268 on food, and $317 for rent. Determine the amount
remaining in her account.
UV
17. The changes in tide in the Bay of Fundy were measured at Parrsborro, Nova
Scotia. At 6 a.m., the water level was 1.5 m. By 9 a.m. it has risen 6.3 m,
and by noon it has risen another 4.6 m. The last measurement at 4 p.m. was
8.0 m lower than the noon level. What was the water level at 4 p.m.?
18. Multiply these approximate numbers and keep the proper number of significant
digits in your answer: 0.2001 3.49
IA
19. Multiply these approximate numbers and keep the proper number of significant
digits in your answer: 5.300 (-8.72)
_A
20. Multiply these approximate numbers and keep the proper number of significant
digits in your answer: 67 000 23.54 6.712
21. Two cars are exactly 1000 km apart. They have to meet each other within 9
hours. If they both start at the same time and one car drives at 90.3 km/h
PP
and the other car at 88.7 km/h, will they meet each other in time?
22. If one tidal turbine in the Bay of Fundy can generate 4555 MWh of electrical
energy in one year, how much energy can 250 turbines generate in one year?
23. Divide, and then round your answer to the proper number of digits:
RO
-629.5 ÷ -89.34
24. Divide, and then round your answer to the proper number of digits:
-34 825 ÷ 6592.3
25. A beverage company produces 15 650 cans of pop monthly. How many 12-can
VE
cartons can be completely filled and how many cans will be left over?
26. Find the reciprocal of the following number, keeping the appropriate number
of digits in your answer: 1503.0
27. Find the reciprocal of the following number, keeping the appropriate number
D?
of digits in your answer: -12.5
2
Technical Mathematics
with Calculus, 2nd
ST
Canadian Edition
UV
TEST BANK
IA
_A
Michael Calter
Paul Calter
PP
────────────────────────────────────────────────────
Comprehensive Test Bank for Instructors
RO
and Students
||| ||| || ||| || | || ||| | || ||| |
VE
9780470678848
© Michael Calter & Paul Calter. All rights
D?
reserved. Reproduction or distribution without
permission is prohibited.
© MEDGEEK
, Edrftgyihu jiuh
Technical Mathematics with Calculus — Complete Test
Bank
Michael Calter and Paul Calter
ISBN: 9780470678848
ST
Chapter 1: Numerical Computation
Chapter 2: Introduction to Algebra
Chapter 3: Simple Equations and Word Problems
UV
Chapter 4: Functions
Chapter 5: Graphs
Chapter 6: Geometry
Chapter 7: Right Triangles and Vectors
Chapter 8: Factoring and Fractional Equations
Chapter 9: Fractions and Fractional Equations
IA
Chapter 10: Systems of Linear Equations
Chapter 11: Determinants
Chapter 12: Matrices
Chapter 13: Exponents and Radicals
_A
Chapter 14: Quadratic Equations
Chapter 15: Oblique Triangles and Vectors
Chapter 16: Radian Measure and Arc Length, and Rotation
Chapter 17: Graphs of the Trigonometric Functions
Chapter 18: Trigonometric Identities and Equations
PP
Chapter 19: Ratio, Proportion, and Variation
Chapter 20: Exponential and Logarithmic Functions
Chapter 21: Complex Numbers
Chapter 22: Analytic Geometry
Chapter 23: Binary, Hexadecimal, Octal, and BCD Numbers
RO
Chapter 24: Inequalities and Linear Programming
Chapter 25: Sequences, Series, and the Binomial Theorem
Chapter 26: Introduction to Statistics and Probability
Chapter 27: Derivatives of Algebraic Functions
Chapter 28: Graphical Applications of the Derivative
VE
Chapter 29: More Applications of the Derivative
Chapter 30: Integration
Chapter 31: Applications of the Integral
Chapter 32: More Applications of the Integral
Chapter 33: Derivatives of Trigonometric, Logarithmic, and Exponential Functions
D?
Chapter 34: Methods of Integration
Chapter 35: Differential Equations
Chapter 36: Solving Differential Equations by the Laplace Transform and by Numerical
Methods
Chapter 37: Infinite Series
© MEDGEEK
, Chapter 1 Test Bank Calter: Technical Math with Calculus, Cdn 2nd Ed
Name _________________________
1. Insert the proper sign of equality or inequality (=, , >, <) between the
pair of numbers: 1/3 ____ .333
2. Insert the proper sign of equality or inequality (=, , >, <) between the
pair of numbers: -0.5 ____ -2/3
3. Insert the proper sign of equality of inequality (=, , >, <) between the
ST
pair of numbers: 0.31 ____ −0.313
4. Evaluate the expression: |27 - 9| - |-11 - 6|
5. Evaluate the expression: -|6 - 7| + |-3 - 4|
UV
6. Evaluate the expression: −|4 + 1| − |−4 + 1|
7. Round each number to two decimal places.
(a) 23.746
IA
(b) 54.995 001
(c) 94.355
_A
8. Round each number to two significant digits.
(a) 80.60
(b) 523.905
PP
(c) 72.164
9. Round each number to the nearest thousand.
(a) 657 495
RO
(b) 4500.1
(c) 4500
10. Determine the number of significant digits in each approximate number.
VE
(a) 0.076 (b) 14 200
(c) 5.089 (d) 0.540
11. Determine the number of significant digits in each approximate number.
D?
(a) 50.5 (b) 0.03
(c) 30.0 (d) 1000
1
, Chapter 1 Test Bank Calter: Technical Math with Calculus, Cdn 2nd Ed
12. Combine these approximate numbers and round appropriately:
8235.4 + 98
13. Combine these approximate numbers and round appropriately:
696 + 15.2
14. Combine these approximate numbers and round appropriately:
−60.6 − (−1.21)
15. An ocean liner sailed 715 nautical miles in one day and 689 in the next. How
many nautical miles did the liner sail all together?
ST
16. Maria has exactly $1500 available for monthly expenses. She spent $479 on
transportation, $268 on food, and $317 for rent. Determine the amount
remaining in her account.
UV
17. The changes in tide in the Bay of Fundy were measured at Parrsborro, Nova
Scotia. At 6 a.m., the water level was 1.5 m. By 9 a.m. it has risen 6.3 m,
and by noon it has risen another 4.6 m. The last measurement at 4 p.m. was
8.0 m lower than the noon level. What was the water level at 4 p.m.?
18. Multiply these approximate numbers and keep the proper number of significant
digits in your answer: 0.2001 3.49
IA
19. Multiply these approximate numbers and keep the proper number of significant
digits in your answer: 5.300 (-8.72)
_A
20. Multiply these approximate numbers and keep the proper number of significant
digits in your answer: 67 000 23.54 6.712
21. Two cars are exactly 1000 km apart. They have to meet each other within 9
hours. If they both start at the same time and one car drives at 90.3 km/h
PP
and the other car at 88.7 km/h, will they meet each other in time?
22. If one tidal turbine in the Bay of Fundy can generate 4555 MWh of electrical
energy in one year, how much energy can 250 turbines generate in one year?
23. Divide, and then round your answer to the proper number of digits:
RO
-629.5 ÷ -89.34
24. Divide, and then round your answer to the proper number of digits:
-34 825 ÷ 6592.3
25. A beverage company produces 15 650 cans of pop monthly. How many 12-can
VE
cartons can be completely filled and how many cans will be left over?
26. Find the reciprocal of the following number, keeping the appropriate number
of digits in your answer: 1503.0
27. Find the reciprocal of the following number, keeping the appropriate number
D?
of digits in your answer: -12.5
2
