1,000+ Data Interpretation Questions for Competitive Exams - 1
Question: 1
What is the respective ratio between total number of pages printed by printer B on Wednesday and Thursday together and total number of pages printed C on Monday and Friday together?
(A) 7 : 9
(B) 7 : 11
(C) 9 : 11
(D) 11 : 13
Ans: A
Total number of pages printed by printer B on Wednesday and Thursday = 141 + 223 = 364.
Total number of pages printed by printer C on Monday & Friday = 211 + 257 = 468.
Required Ratio = 364 : 468 = 7 : 9.
Question: 2
What is the difference between total number of pages printed by printers C and D together on Tuesday and total number of pages printed by printers A and E together on Thursday?
(A) 149
(B) 151
(C) 153
(D) 157
Ans: B
Total number of pages printed by printer C and D together on Tuesday = 164 + 189 = 353.
Total number of pages printed by printer A and E together on Thursday = 89 + 113 = 202.
Required difference = 353 - 202 = 151.
Question: 3
What is the average number of pages printed by printer B on Monday, Tuesday and Friday?
(A) 138
(B) 140
(C) 141
(D) 143
Ans: D
Total number of pages printed by printer B on Monday, Tuesday and Friday.
= 147 + 189 + 93 = 429.
Required average = $${429} / {3}$$ = 143.
Question: 4
The number of pages printed by printer A on Wednesday is what percent of the number of pages printed by printer D on Friday?
(A) $$65{1}/{8}$$
(B) $$69{1}/{4}$$
(C) $$71{7}/{8}$$
(D) $$75{3}/{8}$$
Ans: C
Number of pages printed by printer A on Wednesday = 115.
Number of pages printed by printer D on Friday = 160.
Required percent = $${115} / {160} × 100$$ = $${575} / {8}$$ = $$71{7}/{8}$$.
Question: 5
The number of pages printed by printer E on Monday is what percent more than the number of pages printed by printer C on Thursday?
(A) $$53{1}/{2}$$%
(B) $$53{1}/{3}$$%
(C) $$53{2}/{3}$$%
(D) $$57{1}/{2}$$%
Ans: A
Number of pages printed by printer E on Monday = 184.
Number of pages printed by printer C on Thursday = 120.
Required percent = $${184 – 120} / {120} × 100$$
= $${6400} / {120}$$ = $${160} / {3}$$ = $$53{1}/{2}%$$.
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