Plot A

Plot B

Plot C

Plot D

Relation 1 and Relation 2 are not functions.

Relation 1 and Relation 3 are not functions.

Relation 1, Relation 2, and Relation 3 are all functions.

Relation 2 and Relation 3 are the only functions.

point Q

point R

point S

point T

(5, 2), (6, 3), (7, 2), (5, 1)

(3, 2), (3, 4), (5, 4), (6, 5)

(1, 2), (3, 4), (5, 6), (7, 8)

(1, 1), (2, 3), (1, 4), (4, 5)

$$1.26\ x\ 10^6$$ people

$$1.26\ x\ 10^{13}$$ people

$$4.537\ x\ 10^6$$ people

$$4.537\ x\ 10^{12}$$ people

4/9

5/11

5/9

6/11

5 × $$10^8$$ students

5 × $$10^7$$ students

5 × $$10^{-7}$$ students

5 × $$10^{-8}$$ students

(−3, 4)

(0, 2)

(0, 5)

(4, −3)

$$-2$$

$$\frac{2}{3}$$

$$\frac{3}{2}$$

$$4$$

A. linear association

B. negative association

C. no association

D. positive association

A. There is no solution to the equation since -9 = -162 is a false statement.

B. There are infinitely many solutions to the equation since -9 = -162 is a false statement.

C. The only solution to the equation is $ x = -9 $.

D. The only solution to the equation is the ordered pair (-9, -162).

Line segment J'K' is 2 units long, and line segment J'M' is 2 units long.

Line segment J'K' is 2 units long, and line segment J'M' is 7 units long.

Line segment J'K' is 7 units long, and line segment J'M' is 2 units long.

Line segment J'K' is 7 units long, and line segment J'M' is 7 units long.

The sum of the areas of squares X and Z is equal to the area of square Y.

The sum of the areas of squares Y and Z is equal to the area of square X.

The sum of the perimeters of squares X and Z is equal to the perimeter of square Y.

The sum of the perimeters of squares Y and Z is equal to the perimeter of square X.

73

97

102

107

$$x^2=12$$

$$x^2=216$$

$$x^3=18$$

$$x^3=216$$

$$y=-4x-8$$

$$y=\frac{1}{8}$$

$$y = \frac{x - 5}{4} + 3$$

$$y=3x-6x^2$$

q = 3, r = 12, s = 36

q = 3, r = 48, s = 216

q = 9, r = 72, s = 12

q = 81, r = 288, s = 12

Student 1

Student 2

Student 3

Student 4

Student 5

$$1.1\times10^4$$ pounds

$$2.2 \times 10^{1}$$ pounds

$$2.2\times10^4$$ pounds

$$22\times10^{-3}$$ pound

Polygon 1 can always be mapped onto polygon 2 by a series of reflections, rotations, and/or translations.

Polygon 1 can always be mapped onto polygon 2 by a series of rotations and translations only.

Polygon 1 can always be mapped onto polygon 2 by a single reflection only.

Polygon 1 can always be mapped onto polygon 2 by a single rotation only.

The new line’s equation should be written as y = -9x .

The new line’s equation should be written as y = -5x - 4 .

The new line’s equation should be written as y = -5x + 4 .

The new line’s equation should be written as y = -x .

4 meters

5.8 meters

8 meters

8.3 meters

7.7 meters

8.2 meters

10 meters

12 meters

A. When x is between -8 and -6, the function is increasing.

B. When x is between -6 and -4, the function is decreasing.

C. When x is between -4 and -1, the function is linear.

D. When x is between 3 and 6, the function is nonlinear.

E. When x is between 6 and 8, the function is decreasing.

A. 55 ants

B. 80 ants

C. 155 ants

D. 180 ants

A dilation of triangle QRS by a scale factor of 1/2 about the origin followed by a translation left 2 units

A dilation of triangle QRS by a scale factor of 1/2 about the origin followed by a translation left 5 units

A dilation of triangle QRS by a scale factor of 2 about the origin followed by a reflection across the x-axis

A dilation of triangle QRS by a scale factor of 2 about the origin followed by a reflection across the y-axis

$0.75

$1.50

$2.25

$3.00

The Lawn Doctor charges more than Lawn Care Pro by a rate of $4.65 per hour.

The Lawn Doctor charges more than Lawn Care Pro by a rate of $4.45 per hour.

Lawn Care Pro charges more than The Lawn Doctor by a rate of $4.65 per hour.

Lawn Care Pro charges more than The Lawn Doctor by a rate of $4.45 per hour.

$1.30 per hour

$2.70 per hour

$3.20 per hour

$6.40 per hour

There is a negative, linear association.

There is a negative, nonlinear association.

There is no association.

There is not enough information to determine the association.

The measure of angle W is 90°.

The measure of angle W is 117°.

The measure of angle X is 63°.

The measure of angle X is 90°.

The measure of angle Z is 90°.

A translation 10 units right and a reflection across the x-axis

A translation 10 units down and a reflection across the y-axis

A reflection across the y-axis followed by a reflection across the x-axis

A 180° rotation about the origin followed by a translation 1 unit up

R'(6, 4), S'(6, 2), and T'(2, 2)

R'(4, 6), S'(2, 6), and T'(2, 2)

R'(-4, 6), S'(-2, 6), and T'(-2, 2)

R'(-6, -4), S'(-6, -2), and T'(-2, -2)

Expression 1 and Expression 4 only

Expression 1, Expression 2, and Expression 4 only

Expression 2 and Expression 3 only

Expression 3 and Expression 4 only

$$\frac{5^2}{(5^2)^4}$$

$$\frac{5^5 \cdot 5^{-2}}{5^{30}}$$

$$\frac{5^{12}}{5^6}$$

$$5^9\cdot\left(5^0\right)^{-3}$$

Graph A

Graph B

Graph C

Graph D

3 weeks

4 weeks

7 weeks

8 weeks

The parallelograms are not similar because there is not a sequence of reflections, rotations, translations, and/or dilations that can form parallelogram MNPQ into parallelogram TUVW.

The parallelograms are similar because parallelogram MNPQ can be dilated by a scale factor of 1/3 about the origin and translated 6 units left to form parallelogram TUVW.

The parallelograms are similar because parallelogram MNPQ can be dilated by a scale factor of 1/3 about the origin and translated 7 units right to form parallelogram TUVW.

The parallelograms are similar because parallelogram MNPQ can be dilated by a scale factor of 3 about the origin and translated 10 units left to form parallelogram TUVW.

The orange’s weight is initially 0.2 gram, and the weight decreases by 140 grams for every 1 day that the orange sits on the counter.

The orange’s weight is initially 1 gram, and the weight decreases by 0.2 gram for every 140 days that the orange sits on the counter.

The orange’s weight is initially 140 grams, and the weight decreases by 0.2 gram for every 1 day that the orange sits on the counter.

The orange’s weight is initially 140 grams, and the weight decreases by 1 gram for every 2 days that the orange sits on the counter.

All four students’ numbers have a decimal expansion because all rational and irrational numbers have a decimal expansion.

Only Student 2’s and Student 3’s numbers have a decimal expansion because only fractions and decimals have a decimal expansion.

Only Student 3’s number has a decimal expansion because it is the only decimal number.

Only Student 3’s and Student 4’s numbers have a decimal expansion because only decimals and square roots have a decimal expansion.

Student 1 saves $5 less per week than Student 2 saves per week.

Student 1 saves $5 more per week than Student 2 saves per week.

Student 1 saves $20 less per week than Student 2 saves per week.

Student 1’s initial amount is $10 less than Student 2’s initial amount.

Student 1’s initial amount is $20 more than Student 2’s initial amount.

4.7%

12%

19.7%

61%

A tourist who prefers the penguin exhibit is most likely 1 – 8 years old.

A tourist who prefers the tiger exhibit is most likely 9 – 16 years old.

More than half of the tourists are 1 – 8 years old.

More than half of the tourists who are 17 – 24 years old prefer the tiger exhibit.

The slope between points E and F is equal to the slope between points E and G because the distance between points E and F is equal to the distance between points E and G.

The slope between points E and F is equal to the slope between points E and G because the ratio of EX to XF is equivalent to the ratio of EZ to ZG.

The slope between points E and F is less than the slope between points E and G because the distance between points E and F is less than the distance between points E and G.

The slope between points E and F is less than the slope between points E and G because the ratio of EX to XF is less than the ratio of EZ to ZG.

75.36 cubic inches

226.08 cubic inches

301.44 cubic inches

1,205.76 cubic inches

Graph A

Graph B

Graph C

Graph D

Both programs cost $45 at visit 5.

Both programs cost $50 at visit 5.

Both programs cost $55 at visit 6.

Both programs cost $65 at visit 7.

$$\sqrt{47}$$ , $$\sqrt{42}$$ , $$2\pi$$ , $$\pi + 2.5$$ , $$\sqrt{30}$$

$$\sqrt{47}$$ , $$\sqrt{42}$$ , $$\sqrt{30}$$ , $$\pi + 2.5$$ , $$2\pi$$

$$2\pi$$ , $$\pi + 2.5$$ , $$\sqrt{30}$$ , $$\sqrt{42}$$ , $$\sqrt{47}$$

$$2\pi$$ , $$\pi + 2.5$$ , $$\sqrt{47}$$ , $$\sqrt{42}$$ , $$\sqrt{30}$$

4 units

6 units

8 units

10 units

k + m = p

k + n = m

k + n + p = 180

m + n = j

m + n + p = 180

A. 66 times greater

B. 1,500 times greater

C. 15,000 times greater

D. 66,000 times greater

A. The system has exactly one solution of (-1, 1).

B. The system has exactly one solution of (0, 2)

C. The system has infinitely many solutions.

D. The system has no solution.

71.5 in.

67.6 in.

44.5 in.

37.8 in.

$$y=11x+250$$

$$y=11x+239$$

$$y=-11x+250$$

$$y=-11x+239$$

2

4

6

8

The triangle will be a right triangle if c is equal to $$\left(2a-2b\right)\ feet$$

The triangle will be a right triangle if c is equal to $$\left(2a+2b\right)\ feet$$

The triangle will be a right triangle if c is equal to $$\left(\sqrt[]{a^2-b^2}\right)\ feet$$

The triangle will be a right triangle if c is equal to $$\left(\sqrt[]{a^2+b^2}\right)\ feet$$

11 and 11.5

11.5 and 12

12 and 12.5

12.5 and 13

The equation represents a linear function because when graphed on a coordinate plane, the graph will be a curve.

The equation represents a linear function because when graphed on a coordinate plane, the graph will be a straight line.

The equation represents a nonlinear function because when graphed on a coordinate plane, the graph will be a curve.

The equation represents a nonlinear function because when graphed on a coordinate plane, the graph will be a straight line.

$$3\ miles$$

$$\sqrt[]{15}\ miles$$

$$\sqrt[]{17}\ miles$$

$$5\ miles$$

Barrel 1 initially contains more water than Barrel 2.

Barrel 1 drains water at a faster rate than Barrel 2.

Barrel 1 and Barrel 2 initially contain the same amount of water.

Barrel 1 and Barrel 2 drain water at the same rate

The cost per pound of candy is $2.50.

The cost per pound of candy is $10.00.

The fixed shipping cost is $11.00.

The fixed shipping cost is $13.50.

For each additional year of employment, The Breakfast Diner increases a worker's wage $1 more per hour than The Burger Hut.

For each additional year of employment, The Breakfast Diner increases a worker's wage $2 more per hour then The Burger Hut.

For each additional year of employment, The Burger Hut increases a worker's wage $1 more per hour then The Breakfast Diner.

For each additional year of employment, The Burger Hut increases a worker's wage $2 more per hour than The Breakfast Diner.

Table A

Table B

Table C

Table D