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

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Section 7<br />

708 Practice Test Eight<br />

3, 8, 13, 18, 23, 28, 33, 38<br />

4. If from <strong>the</strong> sequence of numbers above, a new<br />

sequence is created by increasing each odd-valued<br />

term by 3 and decreasing each even-valued term<br />

by 2, <strong>the</strong> sum of <strong>the</strong> terms of this new sequence is<br />

how much greater than <strong>the</strong> sum of <strong>the</strong> terms of <strong>the</strong><br />

original sequence?<br />

(A) 4<br />

(B) 6<br />

(C) 8<br />

(D) 10<br />

(E) 12<br />

5. Which of <strong>the</strong> following equations best describes<br />

<strong>the</strong> curve in <strong>the</strong> figure above?<br />

(A) y = x2 - 2<br />

(B) y = x2 + 2<br />

(C) y = -x2<br />

(D) y = l -x2<br />

(E) y = 2-x2<br />

y<br />

Note: Figure not drawn to scale.<br />

6. In <strong>the</strong> figure above, what is <strong>the</strong> value of r - s?<br />

(A) 50<br />

(B) 55<br />

(C) 60<br />

(D) 65<br />

(E) 70<br />

7. At a certain company, <strong>the</strong> annual Winter Party is<br />

always held on <strong>the</strong> second Friday of December.<br />

What is <strong>the</strong> latest possible date <strong>for</strong> <strong>the</strong> party?<br />

(A) December 14<br />

(B) December 15<br />

(C) December 18<br />

(D) December 20<br />

(E) December 22<br />

8. If <strong>the</strong> perimeter of equilateral triangle E equals<br />

<strong>the</strong> perimeter of square S, what is <strong>the</strong> ratio of <strong>the</strong><br />

length of a side of square S to <strong>the</strong> length of a side of<br />

triangle E?<br />

(A) 1:1<br />

(B) 2:3<br />

(C) 3:4<br />

(D) 4:3<br />

(E) 2:1<br />

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