12.Practice.Tests.for.the.SAT_2015-2016_1128p

Section s 1
Practice Test Seven 617
9. At an amusement park, each ride costs $1.50.
However, a dozen ride tickets can be bought for
$12.50 at the park entrance. How much money can
be saved by buying a dozen tickets at once rather
than buying each ticket separately? (Disregard the
dollar sign when gridding your answer.)
D
A
10. In the figure above, A, B, and Care squares. If the
area of A is 9 and the area of Bis 16, what is the
area of C?
11. If f-4 = 5 and 5rt + 2 = 6, then rs =
12. If n is an integer such that 3n + 5 is a prime
number between 20 and 40, what is a possible
value for n?
c
13. The ratio of boys to girls in a certain class is 3 to
4. If the total number of students in the class is
greater than 20 and less than 30, what is a possible
value for the total number of students in the class?
14. Clare has a collection of CDs she wants to store in a
cubical box with edges oflength 10 inches. If each
CD has dimensions 5 inches by 5 inches by t inch,
what is the maximum number of CDs that can fit
into the box?
B
G
15. In DGH above, DE = BG, BF II GH, and the area of
DGH is 30. What is the area of DEF ?
16. If xis an integer between 300 and 400 that is divisible
by 3, 6, and 9, what is one possible value of x?
17. Jill's pocket contains 3 quarters, 4 dimes, 2 nickels,
and 6 pennies. If she takes out one coin at random,
what is the probability that the coin is worth more
than 5 cents?
18. Circle A and circle B intersect at two points. What
is a possible distance between the two points of
intersection if circle A has an area of 91t and circle
B has a circumference of 61t ?
H
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