Full Length SSAT Lower Level Practice Test

The correct answer is Greater than \(30\)
If \(\frac{1}{5}\) of a number is greater than \(6\), the number must be greater than \(30\).
\(\frac{1}{5} \ x \ > \ 6→\)
multiply both sides of the inequality by \(6\),then: \(x \ > \ 30\)

The correct answer is \(\frac{7}{11}\)
There are \(11\) squares and \(7\) of them are shaded.
Therefore, \(7\) out of \(11\) or \(\frac{7}{11}\) are shaded.

The correct answer is \(4\)
\(6 \ × \ (M \ + \ N)=24\), then \(M \ + \ N=4. \ M \ > \ 0→N\) could not be \(4\).

The correct answer is \(\frac{7}{3}\)
\(\frac{6}{4}=1.5\), the only option that is greater than \(1.5\) is \(\frac{7}{3}\).
\(\frac{5}{2}=2.33 ,2.33 \ > \ 1.5\)

The correct answer is \(7\)
The closest to \(7.06\) is \(7\) in the options provided. 

The correct answer is \(1\)
\(A\) represents digit \(1\) in the multiplication.
\(12 \ × \ 612=7,344\)

The correct answer is \(4.78\)
\(8.9 \ - \ 4.08=4.78\), which is closest to \(4.78\)

The correct answer is \(N \ + \ 1\)
\(N\) is even. Let’s choose \(2\) and \(4\) for \(N\).
Now, let’s review the options provided.

A. \(\frac{N}{2}=\frac{2}{2}=1, \ \frac{N}{2}=\frac{4}{2}=2\),                                                      One result is odd and the other one is even.
B. \(N \ + \ 4=2 \ + \ 4=6, \ 4 \ + \ 4=8\)                                        Both results are even.
C. \(2 \ N=2 \ × \ 2=4, \ 4 \ × \ 2=8\)                                              Both results are even.
D. \((2 \ × \ N) \ + \ 2=(2 \ × \ 2) \ + \ 2=6, \ (4 \ × \ 2) \ + \ 2=10\) Both results are even.
E. \(N \ + \ 1=2 \ + \ 1=3, \ 4 \ + \ 1=5\)                                        Both results are odd.

The correct answer is \(1\)
The value of digit \(6\) in both numbers \(x\) and \(y\) are in the tens place.
Therefore, they have the same value.

The correct answer is \(78\)
The ratio of lions to tigers is \(9\) to \(6\) or \(3\) to \(2\) at the zoo.
Therefore, total number of lions and tigers must be divisible by \(5\).
\(3 \ + \ 2=5\)
From the numbers provided, only \(78\) is not divisible by \(5\).

The correct answer is \(2 \ x \ - \ 4\)
\(24=x \ × \ 6→x=24 \ ÷ \ 6=4\)
\(x\) equals to \(4\).
Let’s review the options provided: 
A. \(x \ +\ 6→4 \ + \ 4=10\)                          \(24\) is not divisible by \(10\).
B. \(2 \ x \ - \ 4→2 \ × \ 4 \ - \ 4=4\)                 \(24\) is  divisible by \(4\).
C. \(x \ +\ 1→4 \ + \ 1=5\)                            \(24\) is not divisible by \(5\).
D. \(2 \ x \ × \ 2 \ - \ 5→16 \ - \ 5=11\)            \(24\) is not divisible by \(11\).
E. \(4 \ x \ - \ 7=16 \ - \ 7=9\)                         \(24\) is not divisible by \(9\).

The correct answer is \(21\)
\(4 \ + \ x=15→\)
\(x=11→\)
\(11 \ + \ 10=21\)

The correct answer is \(9\)
Area of a square \(=\) (one side) \(×\) (one side)
\(3 \ × \ 3=9\)

The correct answer is \(17\)
\(x \ - \ 10=12→x=2\)
\(12 \ + \ y=27→y=15\)
\(x \ + \ y=2 \ + \ 15=17\)

The correct answer is \(4\)
\(\frac{3 \ + \  3 \ + \ 5 \ × \ 2 \ + \ 2}{4 \ + \ 2}=\frac{24}{6}=4\)

The correct answer is \(\frac{2 \ × \ 2}{5}\)
\(\frac{2}{3} \ × \ \frac{4}{2}=\frac{8}{10}=\frac{4}{5}\) 
\(\frac{2 \ × \ 2}{5}=\frac{4}{5}\)

The correct answer is \(14\) cm\(^2\)
Area of a triangle \(= \frac{1}{2} \ ×\) (base) \(×\) (height) \(= \frac{1}{2} \ × \ 4 \ × \ 7=14\) cm\(^2\)

The correct answer is \(7\)
\(4 \ + \ 3 \ N=25→\)
\(3 \ N=25 \ - \ 4=21→\)
\(N=7\)

The correct answer is \(28\)
\(3 \ + \ 3=6→\)
\(6 \ +\ 4=10→\)
\(10 \ + \ 5=15→\)
\(15 \ + \ 6=21→\)
\(21 \ + \ 7=28\)

The correct answer is \(10\) degrees below zero
\(12 \ -\ 22= \ - \ 10\)
The temperature at midnight was \(10\) degrees below zero.

The correct answer is side \(×\) side 
area of a square \(=\) side \(×\) side 

The correct answer is \(\frac{3}{8}\)
There are \(6\) red ball and \(16\) are total number of balls.
Therefore, probability that Lucy will pick out a red ball from the basket is \(6\) out of \(16\) or \(\frac{6}{6 \ + \ 10}=\frac{6}{16}=\frac{3}{8}\).

The correct answer is \(50\)
\(20\) percent of \(500 = 20\%\) of \(500 = \frac{10}{100} \ × \ 500=50\)

The correct answer is \(19.8\)
average \(=\frac{sum \ of \ all \ numbers}{number \ of \ numbers}=\frac{3 \ + \ 6 \ + \ 17 \ + \ 28 \ + \ 45}{5}=19.8\)

The correct answer is \(3\)
An equilateral triangle has \(3\) lines of symmetry.

The correct answer is \(30\)
The shape has \(6\) equal sides.
And is side is \(5\).
Then, the perimeter of the shape is:
\(5 \ × \ 6=30\)

The correct answer is \(17\)
\(N=4\), then:
\(\frac{48}{4} \ + \ 5=12 \ + \ 5=17\)

The correct answer is \(3 \ × \ 2=10\)
Let’s review the options provided: 
A. \(3 \ × \ 2=10\)                                                     This is NOT true!
B. \((5 \ + \ 2) \ × \ 2=14\)                                          This is true!
C. \(9 \ ÷ \ (6 \ - \ 3)=3→9 \ ÷\ 3=3\)                   This is true!
D. \(4\ × \ (5 \ - \ 2)=12→4 \ × \ 3=12\)               This is true!
E. \((8 \ + \ 4) \ × \ 10=120→12 \ ×\ 10=120\)      This is true!

The correct answer is \(16\)
Four people can paint \(4\) houses in \(10\) days.
It means that for painting \(8\) houses in \(10\) days we need \(8\) people.
To paint \(8\) houses in \(5\) days, \(16\) people are needed.

The correct answer is \(0.5\)
\(\frac{6}{2} \ - \ \frac{5}{2}=\frac{1}{2}=0.5\)