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 $0.5$
$\frac{4}{3} \ - \ \frac{5}{6}=\frac{8}{6} \ - \ \frac{5}{6}=\frac{3}{6}=\frac{1}{2} =0.5$