GMAT Official Guide Quantitative Review 2019_ Book

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4.3 Sample Questions

PS19062


  1. Two numbers differ by 2 and sum to S. Which of the
    following is the greater of the numbers in terms of S?


(A) —s - 1
2

(B)

s
2

(C) s
-+-^1
2 2

(D)
—s + 1
2

(El
—s + 2
2


PS00904


  1. The figure shown above consists of three identical
    circles that are tangent to each other. If the area of the
    shaded region is 64/3 - 32冗,what is the radius of
    each circle?
    4
    8
    16
    24
    32


因佃@回旧

PS02053
135.In a numerical table with 10 rows and 10 columns ,
each entry is either a 9 or a 10. If the number of 9s in
the nth row is n -l for each n from 1 to 10 , what is
the average (arithmetic mean) of all the numbers in the
table?

(A) 9. 45
(B) 9. 50
(C) 9. 55
(D) 9. 65
(E) 9. 70

PS08485


  1. A positive integer n is a perfect number provided that
    the sum of all the positive factors of n, including 1 and
    n, is equal to 2n. What is the sum of the reciprocals of
    all the positive factors of the perfect number 28?


(Al

l-4

(B)

56
27
(C) 2
(D) 3
(El^4
PS11430


  1. The infinite sequence a 1 , a 2 , ... , an, ... is such that
    a 1 = 2, a 2 = -3, a 3 = 5, a4 = -1, and an= an _ 4 for n > 4.
    What is the sum of the first 97 terms of the sequence?


(A) 72
(Bl^74
(C)^75
(D)^78
(E)^80
PS09901
138. The sequence a 1 , a 2 , ... an, ... is such that
an = 2an _ 1 - x for all positive integers n ::::: 2 a叩伽a
certain number x. If a 5 = 99 and a3 = 27 , what is the
value of x?

(A)^3
(B)^9
(C)^18
(D)^36
(El^45
PS03779


  1. A window is in the shape of a regular hexagon with each
    side of length 80 centimeters. If a diagonal through the
    center of the hexagon is w centimeters long , then w =


(Al 80
(Bl^120
(Cl^150
(D)^160
(El^240
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