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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The function h is defined by h(x)=5∣x∣. What is the value of h(−4)?

A−20B1C9D20

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The given equation relates the distinct positive numbers j, k, and m. Which equation correctly expresses j in terms of k and m?

Aj=k+5(9m)Bj=5(k+9m)Cj=5k+9mDj=

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

A student council group is selling car stickers for a fundraiser. They use the function p(x)=5x−210 to determine their profit p(x), in dollars, for selling x car stickers. In order to earn a profit of $800, how many car stickers must they sell?

A200B120C90D202

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

Charles saves

of the $30 he earns each week from his summer job. If Charles continues to save at this rate, how much money, in dollars, will Charles save in 3 weeks?

A87B72C45D32

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

=64 and

=64, what is the value of c?

A4B16C64D256

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

If 7(6−9x)+4=6(6−9x)+19, what is the value of 6−9x?

A−15B−1C1D15

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

In the ancient Roman measurement system, a leuga was a unit of length that was equal to 7500 pedes. In this measurement system, how many pedes were equivalent to 3.8 leugas?

A2800B2850C28500D285000

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The area of a rectangle is 105 square inches. The length of the longest side of the rectangle is 15 inches. What is the length, in inches, of the shortest side of this rectangle?

A7B15C30D90

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The function h is defined by h(x)=9∣x∣. What is the value of h(−8)?

A−72B1C17D72

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

=36 and

=36, what is the value of c?

A3B12C36D108

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

If 8(5−2x)+3=7(5−2x)+18, what is the value of 5−2x?

A−15B−5C5D15

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The graph of a system of a linear equation and a nonlinear equation is shown. What is the solution (x,y) to this system?

A(5,0)B(−3,5)C(0,−3)D(−1,4)

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The table shown summarizes the distribution of 65 employees based on the number of complete years they have worked at a certain company.

Number of complete years at the company	Number of employees
0 to 4	8
5 to 8	16
9 to 12	13
13 to 16	9
17 to 20	5
21 to 24	10
25 to 28	4

How many of the 65 employees have worked at the company for 21 or more complete years?

A10B14C51D65

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

How many solutions does the equation 8z−1=15 have?

AExactly oneBExactly twoCInfinitely manyDZero

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The graph of the function f is shown, where y=f(x). What is the value of f(0)?

A0B−6C−7D−9

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

Which expression is equivalent to 6x²+18x?

A6x(x+3)B18x(3x+1)C

x²(x+6)

6x²(1+3x)

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

Which expression is equivalent to x⁶(x³)?

x²

x³

x⁹

x¹⁸

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

(x+6)(x−16)=0

What is the positive solution to the given equation?

Ax=−6Bx=16Cx=6Dx=−6 or x=16

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

An object's speed is 63 yards per second. What is the object's speed, in feet per second? (1 yard=3 feet)

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

At an initial observation, the number of bacteria in a population is 600. If the number of bacteria in the population doubles every 11 minutes, how many minutes after the initial observation will the number of bacteria in the population be 1,200?

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

In triangle ABC, the sum of the measure of angle A and the measure of angle B is 118 degrees. What is the measure, in degrees, of angle C?

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Chapter 32 · 2025.10 : A-A (analysis included) · MATH 1

The function f is defined by the equation f(x)=100x+9. What is the value of f(x) when x=8?

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MATH 1 · 22 questions