The SAT® Practice Test Module 3
The SAT® Practice Test Module 3
1 4
k + 12 = 336
What is the solution to the given equation?
A) 28
B) 324
C) 348
D) 4,032
5
3 John paid a total of $165 for a microscope by making
Sean rents a tent at a cost of $11 per day plus a a down payment of $37 plus p monthly payments of
onetime insurance fee of $10. Which equation $16 each. Which of the following equations
represents the total cost c, in dollars, to rent the tent represents this situation?
with insurance for d days?
A) 16p − 37 = 165
A) c = 11(d + 10) B) 37p − 16 = 165
B) c = 10(d + 11) C) 16p + 37 = 165
C) c = 11d + 10 D) 37p + 16 = 165
D) c = 10d + 11
Grade level
Mascot Sixth Seventh Eighth Total
Badger 4 9 9 22
Lion 9 2 9 20
Longhorn 4 6 4 14
7 Tiger 6 9 9 24
Total 23 26 31 80
10
Square X has a side length of 12 centimeters. The
perimeter of square Y is 2 times the perimeter of
square X. What is the length, in centimeters, of
one side of square Y?
A) 6
B) 10
C) 14
D) 24
D) k = 5m − 14j
14
The function f is defined by
f (x ) = (x − 6)(x − 2)(x + 6). In the xy-plane, the
graph of y = g(x) is the result of translating the
graph of y = f (x) up 4 units. What is the value 17
of g(0) ?
Triangle FGH is similar to triangle JKL , where
A) 3 317
C)
308
B) 6
C) 24 317
D)
D) 44 75
22
A sample of oak has a density of 807 kilograms per
19 cubic meter. The sample is in the shape of a cube,
where each edge has a length of 0.90 meters. To the
y ≤x+7 nearest whole number, what is the mass, in
y ≥ −2x − 1 kilograms, of this sample?
Which point (x, y) is a solution to the given system A) 588
of inequalities in the xy-plane? B) 726
A) (−14, 0) C) 897
B) (0, −14) D) 1,107
C) (0, 14)
D) (14, 0)
23
For x > 0, the function f is defined as follows:
20 f (x) equals 201% of x
y + 12 y(x − 8)
to + 2 ?
x−8 x y − 8xy
xy + y + 4
A)
x y − 16x 2y + 64xy
3
xy + 9y + 12
B) 2
x y − 8xy + x − 8
xy 2 + 13xy − 8y
C)
x 2y − 8xy
The rational function f is defined by an equation in
xy 2 + 13xy − 8y
a D)
the form f (x) = , where a and b are constants. x 3y − 16x 2y + 64xy
x+b
The partial graph of y = f (x ) is shown. If
function g ?
6
A) g(x) =
x
6
B) g(x) =
x+4
6
C) g(x) =
x+8
6(x + 4)
D) g(x) =
x+4
STOP
If you finish before time is called, you may check your work on this module only.
Do not turn to any other module in the test.