SAT Pastpaper with Solutions | Global Test Academy Practice Test

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

An artist made 14 pieces of pottery using 48 pounds of clay. The pottery included only bowls and vases. Each bowl used 3 pounds of clay and each vase used 5 pounds of clay. How many vases did the artist make?

A3B6C8D11

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

The function

is defined by

. Which of the following is equivalent to

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

The equation

gives the estimated number of employees at a certain business, where

is the number of years since the business opened. Which of the following is the best interpretation of the number 3 in this context?

AThe increase in the estimated number of employees each yearBThe estimated number of employees when the business openedCThe percent increase in the estimated number of employees each yearDThe number of years the business has been open

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

The table gives the distribution of flavor and type of topping for customer orders at an ice cream shop.

If a customer order is selected at random, what is the probability of selecting an order with sprinkles, given the flavor of ice cream is vanilla?

A0.13B0.19C0.38D0.75

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

How many solutions are there to the given system of equations?

AThere is exactly 1 solution.BThere are exactly 2 solutions.CThere are exactly 3 solutions.DThere are no solutions.

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

In the figure, line

is parallel to line

, and line

intersects line

at point

. If

and

, what is the value of

A53B62C127D143

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

The function models the resistivity of copper, in nanoohm ⋅ meters, as a function of the temperature , in kelvins, of the copper. The graph of is shown.According to the model, which of the following statements about the estimated resistivity of copper is true?

AIt increases at a rate of

nanoohm ⋅ meters per 100 kelvins.B

It increases at a rate of 6 nanoohm ⋅ meters per 100 kelvins.

CAt 100 kelvins, it is 10 nanoohm ⋅ meters.DFrom 200 kelvins to 400 kelvins, it decreases 12 nanoohm ⋅ meters.

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

Line

in the

-plane has a slope of

and passes through the point

. Which equation defines line

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

One gallon of paint will cover 280 square feet of a surface. A room has a total wall area of

square feet. Which equation represents the total amount of paint

, in gallons, needed to paint the walls of the room twice?

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

, which of the following is a value of

A0B6C24D36

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

Which expression is equivalent to

, where

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

Line in the -plane contains the points and . Which equation defines line ?

x=0

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

The area of a rectangular region is increasing at a rate of 330 square feet per hour. Which of the following is closest to this rate in square meters per minute? (Use 1 meter

feet.)

A0.51B1.68C18.04D30.67

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

Which expression is NOT a factor of

D70

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

The given equation defines a circle in the -plane. What is the radius of the circle?

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

For two acute angles and , the measure of angle is and $\frac {sinX} {cosY}=1$ . What is the measure, in degrees, of angle ?

A92B47C45D43

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

$(x+2)(x-12)=0$

What is the positive solution to the given equation?

Type your answer

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

A right triangle has the dimensions shown, in centimeters (cm). What is the area of this triangle, in cm² ?

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

If $5+\frac {2(11-x)} {9}=3(11-x)+5$ , what is the value of 11+x?

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

$-4{x}^{2}+bx-16=0$

In the given equation, b is a positive integer. The equation has no real solution. What is the largest possible value of b？

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

In the given system of equations, is a positive constant. The graphs of the equations in the given system intersect at exactly one point, ( ), in the -plane. What is the value of ?

A1B6C31D53

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Chapter 15 · 2026.5 : A-A(analysis included) · MATH 1

A right square prism has a height of 9 units. The volume of the prism is 1,521 cubic units. What is the length, in units, of an edge of the base?

A9B13C39D169

MATH 1 · 22 questions