Full Length SSAT Lower Level Practice Test

The correct answer is \(30\) cm\(^2\)
There are \(6\) shaded squares.
Then: \(6 \ × \ 5\) cm\(^2 =30\) cm\(^2\)

The correct answer is \(1.5\)
\(\frac{8}{2} \ -\ \frac{5}{2}=\frac{3}{2}=1.5\)

The correct answer is \(80\)
\(\frac{x}{8} \ + \ 5=15→\)
\(\frac{x}{8}=15 \ - \ 5=10→\)
\(\frac{x}{8}=10→\)
\(x=10 \ × \ 8=80\)

The correct answer is \(7\)
\(50=5 \ × \ N \ + \ 15→\)
\(5 \ N=50 \ - \ 15=35→\)
\(N=7\)

The correct answer is \(3 \ N \ + \ 5=27\)
\(5 \ + \ (3 \ × \ N)=27→\)
\(3 \ N \ + \ 5=27\)

The correct answer is \(1,350\)
\(1,800 \ - \ 450=1,350\)

The correct answer is \(60\)
\(25\) percent of \(240=\frac{25}{100} \ × \ 240=\frac{1}{4} \ × \ 240=\frac{240}{4}=60\)

The correct answer is \(45\) degrees
All angles in a triangle sum up to \(180\) degrees.
The triangle provided is an isosceles triangle.
In an isosceles triangle, the three angles are \(45, \ 45\), and \(90\) degrees.
Therefore, the value of \(x\) is \(45\).

The correct answer is \(61\)
The ratio of red marbles to blue marbles is \(5\) to \(3\).
Therefore, the total number of marbles must be divisible by \(8\).
\(5 \ + \ 3 = 8\)
\(61\) is the only one that is not divisible by \(8\).

The correct answer is \(7\)
\(78\) divided by \(5\), the remainder is \(3\).
\(45\) divided by \(7\), the remainder is also \(3\).

The correct answer is \(y \ - \ 2\)
Emily's Money \(=y\)
Jack's Money \(=y \ + \ 12\)
Jack gives Emily \($14→y \ +\ 12 \ - \ 14= y \ - \ 2\)

The correct answer is \(24\) cm\(^2\)
Area of a square \(=\) side \(×\) side \(=36→\) side \(=6\)
Perimeter of a square \(= 4 \ ×\) side \(= 4 \ × \ 6=24\)

The correct answer is \(40\)
The length of the rectangle is \(15\).
Then, its width is \(5\).
\(15 \ ÷ \ 3 = 5\)
Perimeter of a rectangle \(=2 \ ×\) width \(+ \ 2 \ ×\) length \(=2 \ × \ 5 \ + \ 2 \ × \ 15=\)
\(10 \ + \ 30=40\)

The correct answer is \(3\)
Dividing \(123\) by \(5\) leaves a remainder of \(3\).

The correct answer is \(19\)
\(7 \ + \ 3=10\)
\(10 \ + \ 4=14\)
\(14 \ + \ 5=19\)
\(19 \ + \ 6=25\)

The correct answer is \(2,000\)
\(7,200 \ + \ A \ - \ 300=8,900→\)
\(72,00 \ + \ A=8,900 \ + \ 300=9,200→\)
\(A=9,200 \ - \ 7,200=2,000\)

The correct answer is \(1\)
\(x \ + \ 5=7→x=2\)
\(2 \ y=6→y=3\)
\(y \ - \ x=3 \ - \ 2=1\)

The correct answer is \($400\)
\($80\) off is the same as \(20\) percent off.
Thus, \(20\) percent of a number is \(80\).
Then: \(20\%\) of \(x=80→\)
\(0.20 \ x=80→\)
\(x=\frac{80}{0.20}=400\)

The correct answer is \($11.00\)
\(25\) percent of \($44.00\) is \($11\). (Remember that \(25\) percent is equal to one fourth)

The correct answer is \(0.5\)
\(\frac{5}{3}=1.6 \ > \ 0.5\)

The correct answer is \(123\)
\(256 \ - \ x \ + \ 108=241→\)
\(256 \ - \ x=241 \ - \ 108=133→\)
\(x=256 \ - \ 133=123\)

The correct answer is \(1020\)
\(400 \ + \ \Box \ - \ 120=1,300→\)
\(400 \ + \ \Box = 1,300 \ +\ 120=1,420\)
\(\Box = 1,420 \ – \ 400 = 1020\)

The correct answer is \(3\)
\(N \ × \ (8 \ - \ 3)=15→\)
\(N \ × \ 5=15→N=3\)

The correct answer is \(4.84\)
\(9.04 \ - \ 4.2=4.84\)

The correct answer is \(24\)
\(\frac{2}{5}\) of students are girls.
Therefore, \(\frac{3}{5}\) of students in the class are boys.
\(\frac{3}{5}\) of \(40\) is \(24\).
There are \(24\) boys in the class.
\(\frac{3}{5} \ × \ 40=\frac{120}{5}=24\)

The correct answer is \(0.7596\)
Of the numbers provided, \(0.7596\) is the greatest.

The correct answer is \(8\)
The closest number to \(8.05\) is \(8\).

The correct answer is \(26\)
If \(x∎y=5 \ x \ + \ y \ - \ 4\), Then:
\(4∎10=5 \ (4) \ + \ 10 \ - \ 4=20 \ + \ 10 \ - \ 4=26\)

The correct answer is \((2 \times \ 3 \ + \ 4) \ \times \ 2=18\)
Choice C is not correct.
\((2 \times \ 3 \ + \ 4) \ \times \ 2=20\) not \(18\)

The correct answer is \(0.5\)
\(\frac{4}{3} \ - \ \frac{5}{6}=\frac{8}{6} \ - \ \frac{5}{6}=\frac{3}{6}=\frac{1}{2} =0.5\)