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Examen

Prealgebra Exam Test Bank (300 Q&A) – Martin-Gay 9th Ed. | Complete Solutions & Rationales

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Stop failing your Prealgebra exams. Whether you're using Martin-Gay's Prealgebra (9th Edition) or any standard developmental math textbook, this PDF gives you 300 complete questions with step-by-step solutions and rationales — exactly what you need to pass your final exam. This isn't just an answer key. Each question teaches you the why behind the math, so you stop making the same mistakes on tests. What's covered (full table of contents): Study Skills – Why attending class is the #1 predictor of success Whole Numbers & Place Value – Rounding, estimation, order of operations (PEMDAS) Integers – Negatives, absolute value, adding/subtracting/multiplying/dividing Solving Equations – Linear equations, word translation, consecutive integers Fractions & Mixed Numbers – Prime factorization, LCD, multiplication, division, addition Decimals – Rounding, operations, mean/median/mode, solving decimal equations Ratio, Proportion & Pythagorean Theorem – Unit rates, similar triangles, a² + b² = c² Percent – Conversions, tax, tip, discount, markup, simple interest Graphing & Statistics – Coordinate plane, probability, reading line graphs Geometry – Area (circle, triangle, rectangle), volume (cylinder, sphere, prism), circumference Exponents & Polynomials – Product/power rules, FOIL method, factoring trinomials Rational Expressions – Simplifying, adding, multiplying, dividing, solving rational equations Inequalities & Absolute Value – Solving, graphing, flipping the inequality symbol Systems of Equations – Substitution, elimination, graphing intersection points Measurement Conversions – Metric (km to cm), customary (gal to qt), unit rates

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Page 1 of 163



Prealgebra (9th Edition) – Elayn Martin-Gay

– Complete Solutions Manual by C. Trimble

& Associates




1. According to the study skills tips in Chapter 1, what is the

most important action a student can take to avoid falling

behind in a math course?

A) Buy a new calculator

B) Attend every class period

C) Only read the summary at the end of the chapter

D) Highlight the text with different colors

Rationale: Martin-Gay emphasizes that mathematics is

sequential. Attending every class is critical because missing one

class often means missing a foundational rule that applies to

,Page 2 of 163


the rest of the course .

Correct Answer: B

2. In the number 8,405,231, what is the place value of the

digit 4?

A) Hundred-thousands

B) Ten-thousands

C) Thousands

D) Hundreds

Rationale: Starting from the right (ones), we move left:

1(ones), 3(tens), 2(hundreds), 5(thousands), 0(ten-thousands),

4(hundred-thousands), 8(millions). The 4 is in the hundred-

thousands place .

Correct Answer: A

3. Scenario: A warehouse has 1,482 boxes of pencils. They

ship out 659 boxes. Approximately how many boxes are left

if you round to the nearest hundred?

A) 800

,Page 3 of 163


B) 823

C) 900

D) 1,000

Rationale: First, round 1,482 to the nearest hundred (1,500).

Round 659 to the nearest hundred (700). Then subtract: 1,500

- 700 = 800. Estimation is a key skill in Chapter 1 to check if

exact answers are reasonable .

Correct Answer: A

4. Simplify using the order of

operations: 24÷(8−2)×324÷(8−2)×3

A) 4

B) 12

C) 6

D) 1

Rationale: 1. Parentheses: 8−2=68−2=6. 2.

Division: 24÷6=424÷6=4. 3.

Multiplication: 4×3=124×3=12. Remember multiplication and

, Page 4 of 163


division are performed left to right.

Correct Answer: B

5. A rectangular garden has a length of 15 feet and a width

of 9 feet. What is the perimeter?

A) 24 ft

B) 48 ft

C) 135 ft

D) 30 ft

Rationale: The perimeter is the sum of all

sides. P=2l+2w=2(15)+2(9)=30+18=48P=2l+2w=2(15)+2(

9)=30+18=48 feet. Area is l×w=135l×w=135 (a distractor).

Correct Answer: B




Section 2: Integers (Ch. 2)

Focus: Negative numbers, absolute value, adding/subtracting

integers, solving basic equations.

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Subido en
14 de abril de 2026
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