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12.Practice.Tests.for.the.SAT_2015-2016_1128p

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412<br />

Section 2<br />

Practice Test Five<br />

3. Ifs= 3q and q = 4, what is <strong>the</strong> value of 3s?<br />

(A) 3<br />

(B) 4<br />

(C) 12<br />

(D) 24<br />

(E) 36<br />

Some integers in set Tare negative.<br />

4. If <strong>the</strong> statement above is true, which of <strong>the</strong><br />

following must also be true?<br />

(A) If an integer is positive, it is in set T.<br />

(B) If an integer is negative, it is in set T.<br />

( C) All integers in set Tare positive.<br />

(D) All integers in set Tare negative.<br />

(E) Not all integers in set Tare positive.<br />

5. A triangle has a perimeter of 16 and one side of<br />

length 4. If <strong>the</strong> lengths of <strong>the</strong> o<strong>the</strong>r two sides are<br />

equal, what is <strong>the</strong> length of each of <strong>the</strong> o<strong>the</strong>r two<br />

sides?<br />

(A) 5<br />

(B) 6<br />

(C) 7<br />

(D) 8<br />

(E) 9<br />

Senior<br />

Junior<br />

Sophomore<br />

HOURS STUDIED BY STUDENTS<br />

First-Year ---'--L--'--_..__...J<br />

2 3 4 5 6 7 8 9 10<br />

6. The grid above shows <strong>the</strong> number of hours spent<br />

studying last week by 14 students in various grades.<br />

Which of <strong>the</strong> following is true, according to this<br />

grid?<br />

(A) Half of <strong>the</strong> students studied <strong>for</strong> more than 4<br />

hours each.<br />

(B) One student studied exactly 8 hours.<br />

( C) One junior studied <strong>for</strong> 2 hours.<br />

(D) More sophomores than first-years studied<br />

more than 2 hours each.<br />

(E) Most students were first-years.<br />

7. Squaring <strong>the</strong> product of z and 6 gives <strong>the</strong> same<br />

result as squaring <strong>the</strong> difference of z and 6. Which<br />

of <strong>the</strong> following equations could be used to find all<br />

<strong>the</strong> possible values of z?<br />

(A) 6z2 = (z + 6)2<br />

(B) (6z)2 = z2 +62<br />

(C) 62z = z2 - 62<br />

(D) (6z)2 = (z- 6)2<br />

(E) 6z2 = z2 + 62<br />

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