Auston is 60 inches tall. Using the conversion 1inch = 2.54 cm, how tall is Auston in centimeters? Express your answer as a decimal to the nearest tenth.
152.4 cm
In the diagram, what is the area of the shaded triangle? 
15 cm2
Two siblings, Andy and Alexa, bake
cookies. Alexa eats some number of cookies that is a positive multiple of the number of cookies eaten by her brother. If the siblings finish all
cookies, then what is the maximum number of cookies that the brother, Andy, could have eaten?
12
In how many ways can I arrange four different books on a shelf?
24
How many positive integer solutions exist for
?
7
How many degrees are in the measure of the smaller angle formed by the hour and minute hands of a clock when the time is
p.m.?
150
Ray will choose at random an integer
, such that
. What is the probability that Ray will choose a prime number? Express your answer as a common fraction.
1/4
How many numbers are in the list ![]()
19
If Jimmy increases a number by
, and then decreases this new value by
, what percent of the original number will the final result be?
99
In the diagram,
and
are diameters of a circle with radius 4. If
and
are perpendicular, what is the area of the shaded region?
16 + 8 pi
What is the smallest odd number with four different prime factors?
1155
How many multiples of 10 are between 11 and 103?
9
Given that
and
for all
, find
.
81
In the diagram,
,
and
are the centers of the three semi-circles. Also,
and ![]()

What is the area of the semi-circle with center
?
1250 pi
The least common multiple of two positive integers is
, and their greatest common divisor is
. If one of the integers is
, then what is the other?
(Note that
means
.)
144
Ten students are taking both algebra and drafting. There are
students taking algebra. There are
students who are taking drafting only. How many students are taking algebra or drafting but not both?
25
Simplify
, where ![]()
20
In right triangle
,
,
, and
. Find
. Express your answer in simplest radical form.
2√41
Express as a common fraction:
.
7/99
Keisha's basketball team must decide on a new uniform. The seventh-graders will pick the color of the shorts (black or gold) and the eighth-graders will pick the color of the jersey (black, white, or gold), but the two groups of players will not confer together. If, for both garments, each possible color is equally likely to be chosen, what is the probability that the shorts will be a different color than the jersey? Express your answer as a common fraction.
2/3