Answer Key: Sample Quantitative Reasoning Questions " G3 u7 ~$ l) y( ~
1, A. Quantity A is greater. 3 M4 m; K; Q: d! I0 p* h
2, B. Quantity B is greater. / j) V; P1 f& j0 C2 g
3, B. Quantity B is greater.
( S7 M# o. a- X2 x" [ 4, D. The relationship cannot be determined from the information given.
- t% j# k+ s( q. C' V% ] 5, D. The relationship cannot be determined from the information given. ( @# V3 F& y- n3 v2 n* N
6, A. Quantity A is greater.
, P7 A5 y o4 O& H$ y! S0 q 7, D. The relationship cannot be determined from the information given. 1 H ?. u2 f* D* v+ H
8, C. The two quantities are equal. ; S( E) s, K/ ]" y+ v) ?
9, D. The relationship cannot be determined from the information given.
) N' f2 j$ G- x" z; o9 m 10, C. The two quantities are equal. , n0 l1 k# R4 p. m
The answer to question 11 consists of four of the answer choices. Answer choice A: 12 degrees, answer choice B: 15 degrees, answer choice C: 45 degrees, and answer choice D: 50 degrees. " S& } l/ p+ c; w) S& m
In question 12 you were asked to fill in two blanks so that the resulting statement is true. The answer to question 12 is answer choice C: one-hundred-ninety-thousand dollars is placed in blank one and answer choice E: at least fifty-seven-thousand dollars is placed in blank 2. The resulting true statement is: If the highest price of the 45 houses is one-hundred-ninety-thousand dollars then the range of the prices of the 45 houses is at least fifty-seven-thousand dollars. 5 Y( q: P: l7 ~* I- B/ J& \- A
13, D: 15. ) M$ z3 t, d+ Z& X0 Z' o+ h0 L2 L7 o
14, A: two-hundred-ninety-nine. 1 O- o& {$ C q8 J% S# v% O) t
In question 15 you were asked to enter either an integer or a decimal number. The answer to question 15 is three-thousand six-hundred. 4 ^8 ^6 ~9 }4 \% h
16, A: 8. : j3 M: ] V. r: S; R
17, D: two hundred fifty. 6 s( E4 T- Y: f# B9 m
18, C: Three
7 p1 p3 f: z0 c4 I: \8 E 19, E: nineteen point two. " c4 Z0 \( V" l9 @$ G! [
20, B: Manufacturing.
1 ]% }; l/ [* Q* L" w 21, A: five point two. 中华考试网! Z; b* q; h1 m
In question 22 you were asked to determine whether each of three equations Must be True, Must Be False, or Could be True or False. The answer to question 22 is: - l- Q$ Y& M D6 z g" L- c
For the first equation 6, star, 2, equals 3, answer C: the equation could be either true or false. 6 }! |* a v# R/ I
For the second equation 6, star, 2, equals 4, answer B: the equation must be false. - E" A8 j+ K0 @8 `# D$ f" Q
For the third equation 6, star, 2, equals 12, answer C: the equation could be either true or false.
% J, i7 p4 }% e$ ^- O* Q In question 23 you were asked to enter either an integer or a decimal. The answer to question 23 is thirty six point five. 2 J, M) b* w( l& x6 I% x) f
24, D: two-fifths. ' ^2 S w9 G3 _ b
25, D: three-halves. |
发表于 2012-8-15 12:40:43
