# rdlc barcode image W = 2 2 W; 4W + 2 2 W = 6 2 W 45 3 3 3 in Software Painting QR Code in Software W = 2 2 W; 4W + 2 2 W = 6 2 W 45 3 3 3

120 W = 2 2 W; 4W + 2 2 W = 6 2 W 45 3 3 3
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29 If q + r + s = 45, what is the value of qr (1) q = r = s (2) q r s = 15
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ANSWER: A (1) alone is sufficient, because the only value for q, r, and s that meets the conditions of the question and the statement is 15; thus, we can determine the value of qr (2) alone is not sufficient; although it would work for the values (q, r, s) = (15, 15, 15), it would also work for (q, r, s) = (15, 14, 16)
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26 In what year was Edward born (1) In 1988, Edward turned 17 years old (2) Edward s sister Lisa, who is 14 months older than Edward, was born in 1970
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ANSWER: A (1) alone is sufficient because it gives 1971 as the only answer (2) alone is insufficient, because the conditions stated could apply to either 1971 or 1972
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27 Is rs = rx 2 (1) r is an odd number (2) x = s + 2
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ANSWER: B (1) alone can neither prove nor disprove the equation above because there are infinite values of r, s, and x for which the equation could be true or false (2) is sufficient to prove that the equation is true; restate the equation as rs = rs + 2r 2; therefore, 2 = 2r, and r = 1 If r = 1, then the equation above can be simplified to s = x 2, which is the same statement as (2), which we know to be true So (2) is sufficient
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30 Is the triangle depicted above isosceles (Figure not necessarily drawn to scale) (1) 180 (a + c) = 60 (2) a = 2b c
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ANSWER: E A triangle is isosceles if two of its angles are equal (1) tells us that (a + c) = 120 , which is not sufficient to prove whether or not the triangle is isosceles (2) can be altered to (a + c) = 2b, which is not sufficient to prove whether or not the triangle is isosceles If the two are combined, we have 2b = 120 , and therefore b = 60 Knowing the measure of one angle is still insufficient, since a could equal 59 and c could equal 61 , so the question remains unresolved
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28 A CEO is building an extra-wide garage in which to park his limousines The garage is x feet wide, and at least 2 feet of space is required between each two cars and between the cars and the walls Will all 9 limousines fit in the garage (1) The average width of the limousines is the square root of x (2) x = 100
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ANSWER: C (1) alone is insufficient because it gives us no actual measurements (2) alone is insufficient because it gives us the width of the garage, but not the width of the cars If the two are combined, we see that the cars cannot fit in the garage The square root of 100 = 10, so the 9 cars will require 90 feet of space, but the additional space required between and around the cars will be another 18 feet, so the cars will not fit in the garage
31 Last year Jackie saved 5% of her annual salary This year, she made 10% more money than last year, and she saved 8% of her salary The amount saved this year was what percent of the amount she saved last year A B C D E 56% 76% 158% 176% 188%
ANSWER: D For simplicity, assume that she earned \$100 last year and saved \$5 This year she earned \$110 and saved \$110 008 = \$880 880/5 = 176
PRACTICE TEST 3
\$407
P Q R S
P 0 144 171 186
Q 144 0 162 X
R 171 162 0 Y
S 186 X Y 0
35 To be considered for movie of the year, a film must appear in at least 1/4 of the top10-movies lists submitted by the Cinematic Academy s 765 members What is the smallest number of top-10 lists a film can appear on and still be considered for movie of the year A B C D E 191 192 193 212 213
32 The table above shows the one-way driving distance, in miles, between four cities: P, Q, R, and S For example, the distance between P and Q is 144 miles If the round trip between S and Q is 16 miles further than the round trip between S and R, and the round trip between S and R is 24 miles less than the round trip between S and P, what is the value of X A B C D E 174 182 186 348 364
ANSWER: B 765 times 1/4 equals 19125, but the question states at least 1/4, so the movie must appear on 192 lists
36 In a sample of associates at a law firm, 30 percent are second-year associates, and 60 percent are not first-year associates What percentage of the associates at the law firm have been there for more than two years A B C D E 10 20 30 40 50
ANSWER: B To find X, the distance between S and Q, start with a number you know; the distance between S and P is 186 miles, and the round trip therefore is 372 miles; 372 = the SR round trip + 24 miles, so SR round trip = 348 miles; SQ round trip = SR round trip 16 miles, so SQ round trip = 364 X is the one-way SQ distance, so 364/2 = 182
33 If 35 percent of 400 is 20 percent of x, then x= A B C D E 200 350 700 900 1,400
ANSWER: C The answer must be a subset of the 60 percent of associates that are not firstyear associates Of these, you must subtract the 30 percent that are second-year associates, leaving only 30 percent, so the answer is C