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[CliffsTestPrep] American BookWorks Corporation - CliffsTestPrep PCAT_ 5 Practice Tests (2006, Cliffs Notes)

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Part II: <strong>Practice</strong> <strong>Tests</strong><br />

1<br />

-<br />

2<br />

9<br />

189. Jack lives 6<br />

1 miles from the library. If he walks<br />

183. What is the value of c m ?<br />

2<br />

4<br />

1 of the way and takes a break, what is the<br />

A. -<br />

2<br />

3<br />

3<br />

remaining distance to the library?<br />

B.<br />

16<br />

81<br />

A. 5<br />

5 miles 6<br />

C.<br />

2<br />

B. 4 miles<br />

3<br />

D.<br />

2 3<br />

C. 4<br />

1 miles 3<br />

D. 2<br />

1 miles 6<br />

184. If log 5 x = 0, then x =<br />

A. 0<br />

190. A square garden is to be built inside a circular<br />

B. 1<br />

area. Each corner of the square touches the circle.<br />

C. 5<br />

If the radius of the circle is 2, how much greater is<br />

the area of the circle than the square?<br />

D. 10<br />

A. 4 – 4π<br />

b +<br />

185. If 2<br />

3<br />

=<br />

1<br />

, b =<br />

B. 4 – 8π<br />

8<br />

C. 4π – 4<br />

A. –6<br />

D. 4π – 8<br />

B. –3<br />

C. 0<br />

191. Which of the following values of x is a solution of<br />

D. 2<br />

the equation cos x = –1?<br />

dy<br />

186. If y= 3x- 7,<br />

then =<br />

A. x = 0°<br />

dx<br />

B. x = 90°<br />

A. –7<br />

C. x = 180°<br />

B. –4<br />

D. x = 270°<br />

C. 3<br />

D. 3x<br />

192. There are 800 employees at a company. If 60%<br />

drive to work and 30% take the train, how many<br />

187. What is the x-coordinate of the minimum value of<br />

employees arrive to work by car?<br />

y = x 2 – 4x + 3?<br />

A. 240<br />

A. –2<br />

B. 480<br />

B. 0<br />

C. 540<br />

C. 2<br />

D. 600<br />

D. 3<br />

3<br />

193. If c 2 = 8, what is the value of c?<br />

188. Which expression represents the volume of a<br />

cylinder whose height is equivalent to the length<br />

A. 2<br />

of the radius?<br />

B. 4<br />

C. 16<br />

A. πr 2<br />

D. 64<br />

B. πr 3<br />

C. (πr) 2<br />

D. (πr) 3<br />

52

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