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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

A runner’s speed is 12 feet per second.

1 yard = 3 feet, 1 hour = 3600 seconds.

Calculate the runner’s speed in yards per hour.

A37B43C70D

14400

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

The length, y, of a beluga whale was 156 centimeters (cm) when it was born and increased an average of 4.8 cm per month for the first 12 months after it was born. Which equation best represents this situation, where x is the number of months after the whale was born?

Ay = 156xBy = 156x + 156Cy = 4.8x + 4.8Dy = 4.8x + 156

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

3(5x + 7) - 9 = 15x + 11

How many solutions does the given equation have?

AZeroBExactly oneCExactly twoDInfinitely many

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

In triangle PQR, the measure of angle P is 37°, and the measure of angle Q is 93°. What is the measure of angle R?

A50°B56°C74°D130°

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

(w + 16)(w + 2) = 0

What are all possible solutions to the given equation?

A-16 and -2B-16 and 2C-2 and 16D2 and 16

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

Which expression is equivalent to 40x² - 50?

A50(40x² - 1)B40(50x² - 1)C10(30x² - 40)D10(4x² - 5)

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

x + 3y = 24, 3y = 13

The solution to the given system of equations is (x, y). What is the value of x?

A-11B-4C11D37

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

If $\sqrt {x-5}$ = 8, what is the value of (x - 5)?

A8B59C64D128

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

The figure shows a rectangle with a length of ℓ centimeters (cm) and a width of w cm. The rectangle has a perimeter of 134 cm. Which equation gives the perimeter in terms of ℓ and w?

A134 = 2ℓ + 2wB134 = 2ℓ - 2wC134 = ℓ + wD134 = ℓ - w

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

Which expression is equivalent to 70y + 80y?

A560y²B560yC150y²D150y

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

y = x² + 19x + 10, y = x + 10

The graphs of the equations in the given system intersect at the point (x, y) in the xy-plane. What is a possible value of x?

A-18B-14C9D14

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

y = 7x + 3, y = 7x² + 3

Which ordered pair (x, y) is a solution to the given system of equations?

A(0, 0)B(0, 3)C(6, 45)D(6, 87)

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

Which expression is equivalent to 18(x² - 8)?

A18x² - 144B18x² - 26C18x² - 8D18x² + 10

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

If 6x - 11 = 37, what is the value of 120x - 220 + 95?

835

740

855

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

The function f is defined by f(x) = 2x - 1/8. What is the y-intercept of the graph of y = f(x) in the xy-plane?

A(0, -1/8)B(0, -2)C(0, 2)D(0, 8)

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

In the figure shown, line k intersects lines r and s. If w = 118, which additional piece of information is sufficient to prove that lines r and s are parallel?

Ax = 62By = 118Cw + y = 180Dy + z = 180

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

The function f is defined by f(x) = 55(0.12)^x. For any positive integer n, the value of f(n) is p% less than the value of f(n-1). What is the value of p?

A12B45C55D88

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

(|4x - 56| + 4)/8 = 7

What is the sum of the solutions to the given equation?

A1B27C28D56

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

A triangle has a base length of 27 units and a corresponding height of 15 units. If the area of the triangle is (1/2)k square units, what is the value of k?

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

A line in the xy-plane passes through the points , , and . What is the value of ?

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

Lila bought 8 identical notebooks. She first received a $12 group discount on her whole order, then used several $5 store coupons. She used twice as many coupons as the number of notebooks minus 5. The final amount she paid after all discounts and coupons was $66. Calculate the original price of one notebook in dollars.

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Chapter 10 · 2026.6 : B-B(analysis included) · MATH 1

A bakery opens with a certain number of regular customers. After opening, the bakery gains an average of 5 new regular customers per month (net increase). A linear equation

y=ax+b

is used to model the total number of regular customers at the end of month (where and b are constants). It is known that the total number of regular customers at the end of the 6th month is exactly twice the number at the end of the 2nd month. What is the value of ?

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MATH 1 · 22 questions