s=40+2t
The equation gives the speed s, in miles per hour, of a certain car t seconds after it began to accelerate. What is the speed, in miles per hour, of the car 4 seconds after it began to accelerate?

1. A40
   A
2. B42
   B
3. C44
   C
4. D48
   D

The function f is defined by f(x)=8(2x+2). For what value of x does f(x)=80 ?

1. A4
   A
2. B6
   B
3. C10
   C
4. D39
   D

y=-0.5
y=x^2+8x+a
In the given system of equations, a is a positive integer constant. The system has no real solutions. What is the least possible value of a?

A line segment that has a length of 113 centimeters (cm) is divided into three parts. One part is 47 cm long. The other two parts have lengths that are equal to each other. What is the length, in cm, of one of the other two parts of equal length?

The price of an object increased from $16 to $80. What was the percent increase in the price of the object?

1. A20%
   A
2. B64%
   B
3. C80%
   C
4. D400%
   D

The expression 7x^6+9x^6-8x^6 is equivalent to bx^6, where b is a constant. What is the value of b?

At what point (x, y) do the graphs of the equations y=5x+8 and y=6x-2 intersect in the xy-plane?

1. A(5,6)
   A
2. B(6,5)
   B
3. C(10,58)
   C
4. D(58,10)
   D

A rectangle has a length that is 72 times its width. The function y=(72w)(w) represents this situation, where y is the area, in square feet, of the rectangle and y>0. Which of the following is the best interpretation of 72w in this context?

1. AThe length of the rectangle, in feet
   A
2. BThe area of the rectangle, in square feet
   B
3. CThe difference between the length and the width of the rectangle, in feet
   C
4. DThe width of the rectangle, in feet
   D

f(x)=29
For the given linear function f , which table gives three values of x and their corresponding values of f(x)?

1. A
   
   A
2. B
   
   B
3. C
   
   C
4. D
   
   D

x^2-4x+y^2-8y-80=0
In the xy-plane, the graph of the given equation is a circle. If this circle is inscribed in a square. What is the perimeter of the square?

1. A20
   A
2. B40
   B
3. C80
   C
4. D320
   D

A real estate company offers a series of three webinars. 1,250 people attended the first webinar. 46% of the people who attended the first webinar attended the second webinar, and 32% of the people who attended the first and second webinars attended the third webinar. How many people attended all three webinars?

f(x)=24(2)^(x/6)
Which table gives four values of x and their corresponding values of f(x)for the given exponential function?

1. A
   
   A
2. B
   
   B
3. C
   
   C
4. D
   
   D

A circle in the xy-plane has its center at (18, 16) and has a radius of 6k. Which equation represents this circle?

1. A(x-18)^2+(y-16)^2=36k
   A
2. B(x-18)^2+(y-16)^2=36k^2
   B
3. C(x-18)^2+(y-16)^2=6k
   C
4. D(x-18)^2+(y-16)^2=6k^2
   D

To study fluctuations in leaf water potential, samples of wood were taken from 22 trees cut in the shape of a cube. The length of the edge of one of these cubes is 3.000 centimeters. This cube has a density of 0.250 grams per cubic centimeter. What is the mass of this cube in grams?

The difference between the measure of angle A and the measure of angle B is -5/12π radians. Which expression shows the difference between the measure of angle A and the measure of angle B, in degrees?

1. A-5/12•(180°)/π
   A
2. B-5/12π•π/(180°)
   B
3. C-5/12π•(180°)/π
   C
4. D-5/12π•(360°)/π
   D

x^2-84x-14=0
What is the sum of the solutions to the given equation?

1. A0
   A
2. B7
   B
3. C14
   C
4. D84
   D

In the xy-plane, line k and line l are perpendicular and intersect at the point (2, 8). If line k is defined by the equation y=mx+b, where m and b are constants and m>1,which of the following points lies on line l?

1. A(3,8-1/m)
   A
2. B(3,8+1/m)
   B
3. C(3,8-m)
   C
4. D(3,8+m)
   D

In one week in 2017, a technician earned a total of $700 by working at her regular job and at a second job doing part-time work. The equation 16h+13c=700 represents this situation, where h is the number of hours worked at her regular job and c is the number of hours worked at her second job. Which of the following is the best interpretation of 16 in this context?

1. AThe amount, in dollars, the technician earned for each hour she worked at her regular job
   A
2. BThe amount, in dollars, the technician earned for each hour she worked at her second job
   B
3. CThe number of hours the technician worked in one week at her regular job
   C
4. DThe number of hours the technician worked in one week at her second job
   D

Which of the following lists represents a data set with the smallest standard deviation?

1. A44, 45, 47, 49, 50
   A
2. B45, 45, 47, 49, 49
   B
3. C45, 46, 47, 48, 49
   C
4. D46, 47, 47, 47, 48
   D

At a convention center, there are a total of 375 visitors. Each visitor is located in either room A, room B, or room C. If one of these visitors is selected at random, the probability of selecting a visitor who is located in room A is 0.64, and the probability of selecting a visitor who is located in room B is 0.32. How many visitors are located in room C?

1. A4
   A
2. B15
   B
3. C77
   C
4. D120
   D

y=x/4+6
y=-x/4+20
The solution to the given system of equations is (x, y). What is the value of 2y?

1. A26
   A
2. B20
   B
3. C14
   C
4. D26 6
   D

In 5 days, a polar bear ate 22.0 pounds of fat. Which equation describes the amount of fat y, in pounds, the polar bear ate in these 5 days?

1. Ay=22+5
   A
2. By=22
   B
3. Cy=22/5
   C
4. Dy=5
   D

A researcher observes a sample of a nuclide. An exponential model estimates that the mass, in grams, of the sample decreases by 22% every 11.11 minutes. Which of the following equations could represent this model, where M is the estimated mass, in grams, of the sample t minutes after the researcher began observing the sample?

1. AM=100(0.22)^(t+11.11)
   A
2. BM=100(0.22)^(t/11.11)
   B
3. CM=100(0.78)^(t+11.11)
   C
4. DM=100(0.78)^(t/11.11)
   D

Line k is defined by y=8x+7. Line j is parallel to line k in the xy-plane and passes through the point (0, 15). Which equation defines line j?

1. Ay=15x+7
   A
2. By=-15x+7
   B
3. Cy=8x+15
   C
4. Dy=-8x+15
   D

For the linear function p, p(c)=-6, where c is a constant, p(5)=42 , and the slope of the graph ofy=p(x) in the xy-plane is 8. For the linear function t, t(c)=-7 and t(6)=56 . What is the slope of the graph of y=t(x) in the xy-plane?

1. A-1
   A
2. B2
   B
3. C8
   C
4. D9
   D

If 2(4-5x)+7(4-5x)+9=8(4-5x)+6, what is the value of5x-4?

f(x)=√3x+8
The function f is defined by the given equation. If f(a)=-9a , where a is a constant, what is the value of a?

1. A1/3
   A
2. B8/27
   B
3. C-8/27
   C
4. D-1/3
   D

7√p^4=t^(5/6)
In the given equation, p>1 and t>1 . If t=p^(2n-1) , where n is a constant, what is the value of n?

The function f is a quadratic function. In the xy-plane, the graph ofy=f(x) has a vertex at (1,6) and passes through the points (2,40) and (-1,142). What is the value of f(-2)-f(0) ?

1. A108
   A
2. B176
   B
3. C272
   C
4. D312
   D

Which expression is equivalent to 15(x+10)?

1. A15x+10
   A
2. B15x+150
   B
3. C15x+25
   C
4. D15x+5
   D

A square map has a side length of 45 inches, and 1 inch on the map represents an actual distance of 13 miles. A smaller version of the same map is printed as a square with the side length 70% shorter than the side length of the previous map. On the smaller map, which of the following is closest to the actual distance, in miles, represented by 1 inch?

1. A3.90
   A
2. B7.65
   B
3. C31.50
   C
4. D43.33
   D

7x2(4x -13) (4x-u)=0
In the given equation, u is a positive constant. The sum of the solutions to the equation is 25 . What is the value of u?

Right rectangular prism X is similar to right rectangular prism Y. The surface area of right rectangular prism X is 59 square centimeters (cm²), and the surface area of right rectangular prism Y is 1,475 cm². The volume of right rectangular prism Y is 1,500 cubic centimeters (cm³). What is the sum of the volumes, in cm³, of right rectangular prism X and right rectangular prism Y?

The function f is defined by f(x)=ab^(x/n) , where a, b, and n are constants, and b and n are integers. If f(2)=6 and f(5)=162, what is the value of f(7) ?

24x^2-(12a+2b)x+ab=0
In the given equation, a and b are positive constants. The sum of the solutions to the given equation is k(6a+b), where k is a constant. What is the value of k?