Full-Length SSAT Middle Level Practice Test-Answers and Explanations
34- Choice B is correct.
\(N×(7-4)=15→N×3=15→N=5\)
35- Choice D is correct.
\(30=x×5→x=30÷5=6 \)
\(x\) equals to 6. Let’s review the options provided:
A. \(4x-4→24-4=20, 30\) is not divisible by 20.
B. \(3x+8→3×6+8=26, 30\) is not divisible by 26.
C. \(6x+4→36+4=40, 30\) is not divisible by 40.
D. \(x×5→6×5=30, 30\) is divisible by 30.
E. \(x-10→6-10=-4, 30\) is not divisible by\( -4\).
The answer is D.
36- Choice B is correct
0.70 equals 35M. Then: 35M\(=0.70\)→M\(=\frac{0.70}{35}=0.02\)
37- Choice D is correct
\(z=2x-4\), then, \(3z=3(2x-4)=6x-12, 3z+7=6x-12+7=6x-5\)
38- Choice C is correct
The area of the floor is: 60 cm \(×\) 80 cm \(=\) 4800 cm
The number is tiles needed \(= 4800 ÷ 400 = 12\)
39- Choice E is correct
\(\frac{1}{16}=0.0625→C=5\)
\(\frac{1}{25}=0.04→D=4→C×D=5×4=20\)
40- Choice C is correct.
\(3000-A+300=2100→3000-A=2100-300=1800→ -A=1800-3000=-1200 →A=1200\)
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41- Choice C is correct
\(?\) is the number of all sales profit and \(1.5\%\) of it is: \(1.5\%×x=0.015x\)
Employee’s revenue: \(0.015x+8,000\)
42- Choice A is correct
Number of biology book: 40, total number of books; \(40+55+65=160 \)
the ratio of the number of biology books to the total number of books is: \(\frac{40}{160}=\frac{1}{4}\)
43- Choice D is correct
Use cross product to solve for \(x. \frac{x}{x+7}=\frac{3}{4}→4×x=3×(x+7)→4x=3x+21→ x=21\)
\(x-16=21-16=5\)
44- Choice E is correct
Let \(x\) be all expenses, then \(\frac{24}{100} x=$768 →x=\frac{100×$768}{24}=$3200 \)
He spent for his rent: \(\frac{26}{100}×$3200=$832\)
45- Choice C is correct
let \(x\) be the number of gallons of water the container holds when it is full.
Then; \(\frac{3}{7} x=1.5→x=\frac{7×1.5}{3}=3.5\)
46- Choice B is correct
\(\frac{34.3}{100}=0.343\)
47- Choice C is correct
The angles on a straight line add up to 180 degrees. Then:
\(x+20+y+x+2y=180\), Then, \(2x+3y=180-20→2(25)+3y=160 →3y=160-50=110→y=36.67\)
48- Choice C is correct
\(3×\)M\(-4=- 2→3×\)M\(=-2+4=2→\)M\(=\frac{2}{3}\)
49- Choice D is correct.
The ratio of lions to tigers is 7 to 4 at the zoo. Therefore, the total number of lions and tigers must be divisible by \(11. 7+4=11 \)
From the numbers provided, only 44 is not divisible by 11.
50-Choice B is correct
If \(x\) is greater than 12, then \(\frac{1}{3}\) of \(x\) must be greater than: \(\frac{1}{3}×12=4\).
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