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416 × 70 =
A. 29,536
Set up the multiplication
B. 29,120
vertically.
Remember to
insert a place holder of 0
C. 486
when you multiply 416 by
7.
Answer is 29,120. D. 2,912
E. None of these
4 2/5 − 3/5 =
A. 3 4/5
Start by writing four and two
fifths as an improper fraction: B. 1 1/5
4 2/5 = 22/5
Subtract, and then write the
C. 3 1/5
answer as a
mixed number: 22/5 − 35 = 22
− 3/5 = 19/5 =
3 4/5
D. 2 1/5
E. None of these
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,10/12/25, 4:35 PM College math placement test
4/5 − 1/5 =
A. 3/5
The denominator of each
fraction is 5. Since the B. 1
denominators are the same,
just subtract
the numerators:
C. 4
4/5 − 1/5 = 4 − 1 /5 = 3/5
D. 1/5
E. None of these
4 − 1/3 =
A. 3 2/3
The number 4 can be written B. 1/3
as 4/1, which
has
the same value as 12/3:
C. 3
4 − 1/3 = 12/3 − 1/3 = 11/3 = 3 2/3.
D. 2/3
E. None of these
5 /661 =
A. 130; R5
B. 132; R1
Use long division: 5 goes into
661 132 times,
with a remainder of 1.Use long
division: 5
goes into 661 132 times, with
C. 132; R2
a remainder of 1.
D. 130; R3
E. None of these
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,10/12/25, 4:35 PM College math placement test
1/5 + 1/5 + 2/5 =
A. 4/15
The three fractions have a
common denominator B. 3/5
of 5. Just add the
numerators. 1/5 + 1/5
+ 2/5 = 1 + 1 + 2/5 = C. 1/5
4/5
This is not one of the answer D. 2/5
choices: None of these
E. None of these
5 1/2 + 3 9/10 =
A. 8 1/5
Write each mixed number as
an improper
fraction.
Then, get a common
B. 9 2/5
denominator (which is 10).
C. 8 2/5
11/2 + 39/10 = 55/10 + 39/10
= 55 + 39/10
= 9 4/10
D. 9 1/5
= 9 2/5
E. None of these
$14.50 − $8.00 =
A. $7.50
Write the subtraction B. $6.50
vertically. In the ones
column, 8 can't be
subtracted from 4, so we
borrow a 10 from the tens
column.
C. $0.65
Answer is $6.50
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, 10/12/25, 4:35 PM College math placement test
D. $4.65
E. None of these
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