The equation d=37w+100 gives the total amount of money d, in dollars, that Janna plans to save w weeks after she starts to save. What is the total amount of money, in dollars, she plans to save in 10 weeks?

1. A420
   A
2. B470
   B
3. C520
   C
4. D570
   D

What value of n is the solution to the equation 9n-10=2n+25?

1. A5
   A
2. B7
   B
3. C9
   C
4. D11
   D

x^2-2=23
Which value is a solution to the given equation?

1. A-23
   A
2. B-21
   B
3. C-2
   C
4. D5
   D

f(x)=7x+9
The function f gives the estimated height, in feet, of a poplar tree x years after its height was first measured. Which statement is the best interpretation of 9 in this context?

1. AThe tree will be measured each year for 9 years.
   A
2. BThe tree is estimated to grow to a maximum height of 9 feet.
   B
3. CThe estimated height of the tree increased by 9 feet each year.
   C
4. DThe estimated height of the tree was 9 feet when it was first measured.
   D

The perimeter of a square can be expressed as 4(76) units. What is the length, in units, of a side of this square?

Sonja purchased a laptop in September 2018 when the laptop had a value of $1,000. Each month for the next 50 months, the value of the laptop decreased by 2% of the previous month's value. Which equation represents this situation, where v is the value of the laptop, in dollars, m is the number of months since Sonja purchased the laptop, and m≤50 ?

1. Av=2,018(0.98)^m
   A
2. Bv=2,018(2)^m
   B
3. Cv=1,000(0.98)^m
   C
4. Dv=1,000(2)^m
   D

In triangle FGH, the measure of angle F is 63°. Which additional piece of information is sufficient to prove that triangle FGH is a right triangle?

1. AThe length of FH is 63.
   A
2. BThe length of GH is 126.
   B
3. CThe measure of angle H is 27°.
   C
4. DThe sum of the measures of angles F, G, and H is 180°.
   D

11m=7(n+p)
The given equation relates the positive numbers m, n, and p. Which equation correctly gives n in terms of m and p?

1. An=7p/11m
   A
2. Bn=11m/7-p
   B
3. Cn=7(11m)+p
   C
4. Dn=11m-7-p
   D

A survey of the daily commuting times, in minutes, of seven different Chicago-based employees at a certain company yielded a data set consisting of the values 31, 13, 44, 32, 53, 22, and 44. A survey of the daily commuting times, in minutes, of seven different San Francisco-based employees at the same company yielded a data set consisting of the values 46, 31, 19, 33, 48, x, and 38. If the means of the two data sets are equal, what is the value of x?

Which expression is equivalent to 5xy+30x^2y+35xy^2 ?

1. A5xy(1+30x+35y)
   A
2. B5xy(1+6x+7y)
   B
3. C5xy(30x+35y)
   C
4. D5xy(6x+7y)
   D

A survey was conducted in Madison to estimate the percent of adult residents who support the addition of streetlights at every corner in their town. Based on the survey, it is estimated that 40% of all adult residents of Madison support the addition of streetlights at every corner in their town, with an associated margin of error of 6%. Which of the following is the most appropriate conclusion about all adult residents of Madison?

1. APlausible values for the percent of all adult residents of Madison who support the addition of streetlights at every corner in their town are between 34% and 46%.
   A
2. BThe addition of streetlights at every corner in the town is supported by exactly 34% of all adult residents of Madison.
   B
3. CPlausible values for the percent of all adult residents of Madison who support the addition of streetlights at every corner in their town are either less than 34% or more than 46%.
   C
4. DThe addition of streetlights at every corner in the town is supported by more than 46% of all adult residents of Madison.
   D

A plant nursery classifies a perennial flower species as tall if its typical height when fully grown is more than 100 centimeters. Each of the following inequalities represents the possible heights h, in centimeters, for a specific perennial flower species when fully grown. Which inequality represents the possible heights h, in centimeters, for a tall perennial flower species?

1. A18<h<95
   A
2. B41<h<89
   B
3. C84<h<100
   C
4. D110<h<158
   D

(2x^2+3x-3)-(7x^2+2x)
The given expression is equivalent to -5x^2+ax-3, where a is a constant. What is the value of a?

The kinetic energy K, in joules, of an object is given by the formula K=1/2mv^2, where m is the mass of the object, in kilograms, and v is the velocity of the object, in meters per second. If the kinetic energy of a certain object can be found by using the formula K=98v^2, what is the mass of the object, in kilograms?

1. A9,604
   A
2. B196
   B
3. C98
   C
4. D49
   D

1/4(s+4t)=544
7s-8t=1,192
The solution to the given system of equations is (s,t). What is the value of s-t?

y=-3x^2-40
y=qx-37
In the given system of equations, q is a positive constant. The graphs of the equations in the given system intersect at exactly one point,(x, y), in the xy-plane. What is the value of x?

1. A-77
   A
2. B-43
   B
3. C-6
   C
4. D-1
   D

For the linear function g, the graph of y=g(x) in the xy-plane has a slope of 3 and passes through the point (2, 28). Which equation defines g?

1. Ag(x)=22x
   A
2. Bg(x)=22x+3
   B
3. Cg(x)=3x
   C
4. Dg(x)=3x+22
   D

If the equations -9x+y=17 and 9x+y=17 are graphed in the xy-plane, at what point (x, y) do the graphs intersect?

1. A(0,17)
   A
2. B(0,9)
   B
3. C(9,0)
   C
4. D(17,0)
   D

A baker has a total of 15 cups of flour and enough other ingredients to make banana pancakes and apple pancakes. The baker needs 1.25 cups of flour for a batch of banana pancakes and 0.75 cups of flour for a batch of apple pancakes. If the baker makes 8 batches of banana pancakes, what is the greatest number of whole batches of apple pancakes the baker can make?

1. A6
   A
2. B7
   B
3. C8
   C
4. D9
   D

What is the y-intercept of the graph of y=6(7)^(x+2) in the xy-plane?

1. A(0,6)
   A
2. B(0,84)
   B
3. C(0,294)
   C
4. D(0,1,764)
   D

x^2-11x-3=0
What is a solution to the given equation?

1. A(11+√(-11)^2-4(1)(-3))/(2(-3))
   A
2. B(11+√(-11)^2-4(1)(-3))/(2(1))
   B
3. C(3+√(-3)^2-4(1)(-11))/(2(-3))
   C
4. D(3+√(-3)^2-4(1)(-11))/(2(1))
   D

2/5x+2/3y=5
Which table gives three values of x and their corresponding values of y for the given equation?

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

Ari examined a set of 86 plants. The lightest plant had a mass of 2.8 kilograms (kg) and the heaviest plant had a mass of 6.3 kg. Chihiro examined the same set of 86 plants and also an additional plant with a mass of 11.6 kg. Which of the following must be true about the set of plants that Ari examined and the set of plants that Chihiro examined?

1. AThe standard deviation of the masses, in kg, of the plants that Ari examined is greater than the standard deviation of the masses, in kg, of the plants that Chihiro examined.
   A
2. BThe range of the masses, in kg, of the plants that Ari examined is greater than the range of the masses, in kg, of the plants that Chihiro examined.
   B
3. CThe median of the masses, in kg, of the plants that Ari examined is less than the median of the masses, in kg, of the plants that Chihiro examined.
   C
4. DThe mean of the masses, in kg, of the plants that Ari examined is less than the mean of the masses, in kg, of the plants that Chihiro examined.
   D

3x+9y=10
rx+18y=20
In the given system of equations, r is a constant. The system has infinitely many solutions. What is the value of r?

1. A2
   A
2. B3
   B
3. C6
   C
4. D9
   D

In triangle ABC, angle B is a right angle. The length of side AB is 10√41 and the length of side BC is 24√41. What is the length of side AC?

1. A14√41
   A
2. B26√41
   B
3. C34√41
   C
4. D√34·41
   D

m(t)=-0.0274(t/7)^2+7.3873(t/7)+75.032
The function m gives the predicted body mass m(t), in kilograms (kg), of a male giraffe t days after it was born in a wildlife reserve, where t≤390. Which of the following is the best interpretation of the statement “ m(140) is approximately equal to 212” in this context?

1. AThe predicted body mass of a male giraffe was approximately 140 kg 212 days after it was born.
   A
2. BThe predicted body mass of a male giraffe was approximately 212 kg 140 days after it was born.
   B
3. CThe predicted body mass of a male giraffe was approximately 212 kg 140/7 days after it was born.
   C
4. DThe predicted body mass of a male giraffe was approximately 140/7 kg 212 days after it was born.
   D

Rectangles ABCD and EFGH are similar. The length of each side of EFGH is 10 times the length of the corresponding side of ABCD. The area of ABCD is 140 square units. What is the area, in square units, of EFGH?

1. A14
   A
2. B100
   B
3. C1,400
   C
4. D14,000
   D

A machine makes 8-inch, 5-inch, and 7- inch parts. During a certain day, the number of 8-inch parts that the machine makes is 3 times the number n of 5-inch parts, and the number of 7-inch parts is 12. During this day, the machine makes 100 parts total. Which equation represents this situation?

1. A8(3n)+5n+7(12)=100
   A
2. B8n+5n+7n=100
   B
3. C3n+12=100
   C
4. D4n+12=100
   D

If 2+(1-x)/2=(-2(1-x))/3, what is the value of 1-x?

An object's speed, in meters per hour, is increasing at a rate of 1,490 meters per hour per second. Which of the following is closest to this rate in feet per second squared? (Use 1 meter = 3.28 feet.)

1. A0.126
   A
2. B1.36
   B
3. C7.57
   C
4. D81.5
   D

Which equation has no solution?

1. A63x+36=9(7x+4)
   A
2. B63x+4=7x+4
   B
3. C63x+360=9(7x+16)
   C
4. D63x+36=9(7x+4)63x+51=-63x-51
   D

f(x)=(x-a)(x-b)
The function f is defined by the given equation, where a and b are integer constants. If f(32)>0, f(35)<0, and f(38)>0, which of the following could be the value of a+b?

1. A35
   A
2. B37
   B
3. C67
   C
4. D69
   D

One gallon of sealant costs $13 and will cover 300 square feet of a surface. A deck has a total surface area of d square feet. Which equation represents the cost c, in dollars, of the sealant needed to cover the deck twice?

1. Ac=300d/13
   A
2. Bc=600d/13
   B
3. Cc=13(d/150)
   C
4. Dc=13(d/300)
   D

√k-x=42-x
In the given equation, k is a constant. The equation has exactly one real solution. What is the minimum possible value of 4k?

26z^18+bz^9+70
In the given expression, b is a positive integer. If qz^9+r is a factor of the expression, where q and r are positive integers, what is the greatest possible value of b?

In isosceles triangle ABC, sides AB and AC are congruent. Point D divides side BC such that the length of BD is 2/7 of the length of BC. Point E lies on side AB and point F lies on side AC such that when segments DE and DF are drawn, angle BED is congruent to angle CFD. If the length of BE is 14, what is the length of CF?

1. A28
   A
2. B35
   B
3. C49
   C
4. D98
   D

In the xy-plane, a unit circle with center at the origin O contains point A with coordinates (1, 0) and point B with coordinates(-5/(√89),8/(√89)). If the measure of angle AOB is w radians, what is the value of tan w?

x(kx-112)=-8
In the given equation, k is an integer constant. If the equation has two distinct real solutions, what is the greatest possible value of k?