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

Section 41
Practice Test Four 339
9. If 4c + 3d = 37 and d = c + 3, what is the value of c?
10. A family spent $500 on groceries in January.
Due to price increases, they spent 25% more on
groceries in February. How much did they spend
on groceries in February? (Disregard the $ sign
when gridding your answer.)
6
A
14. Five friends decide to go for a pony ride and have
a choice of exactly 5 different ponies, any of which
would be suitable for any friend. If each friend gets
a pony, how many different assignments of ponies
are possible?
A
D
B 8
Note: Figure not drawn to scale.
c
15. In the figure above, MBC is isosceles with vertex
ACB, and points A, C, and D are collinear. What is
the value of x?
11. Each angle of MBC has the same measure as an
angle in MKL (not shown). If the length of one side
of MKL is 120, what is one possible area of MKL ?
12. The sum of 5 consecutive integers is 500. What is
the value of the median of these integers?
Y,
I
,I"" I
I I
I o I
""'
I
,.___ y = h(x)
13. The figure above shows the graph of y = h(x). If the
function k is defined by k(x) = h( ) + 3, what is
the value of k(-2)?
x
16. Let the operations and be defined for all real
numbers x and y as follows.
xy=2x+ 3y
x y= 3x + 2y
If 4 (3a) = 4 (3a), what is the value of a?
17. In the xy-coordinate plane, the graph of x = 2y2 + 3
intersects the line l at ( 5, s) and ( 11, d). What is the
greatest possible slope of the line l ?
18. Roxanne drove to the circus at an average speed of
30 miles per hour. She returned home along the
same route and averaged 25 miles per hour. If her
total travel time was 2 hours and 12 minutes, how
many miles did she drive on her return from the
circus?
STOP