# Aptitude Questions: Data Interpretation Set 61 [Missing DI]

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Welcome to Online Quantitative Aptitude section in AffairsCloud.com. Here we are creating question sample From Data Interpretation that is important for all the competitive exams. We have included Some questions that are repeatedly asked in exams.

(Q.no: 1-5). Refer to the table and answer the given questions.
Total Number of People = 12000

Professions% of People% of Females% of Males
Medical1245_
Engineering__50
Law1135_
Teaching__75
Banking2225_
Management14_80

1. If the total % of people in Engineering Profession is 16%. Then the total number of people in teaching Profession is approximately what percent of the total number of people in Law Profession?
A. 227 %
B. 193 %
C. 168 %
D. 79 %
E. 44 %
Answer – A. 227 %
Explanation :
Teaching = 100 – Others = 100 – 75 = 25%
Required Percentage = (25/11)*100 = 227%

2. If the difference between the % of people in Teaching and Engineering is 9%. What is the difference between the total number of males and the total number of females from all the professions together?
A. 1720
B. 1684
C. 1368
D. 1316
E. None of the Above
Answer – C. 1368
Explanation :
% of People in Engineering = x ; % of People in Teaching = y
x + y = 100% -59% = 41%
x + y = 41
y – x = 9 => y = 25 ; x = 16
Total number of Males = 12000*(12*55 + 16*50 + 11*65 + 25*25 + 22*75 + 14*80) / 100 * 100 = 6684
Total number of Females = 12000 – 6684 = 5316
Difference = 6684 – 5316 = 1368

3. What is the ratio of the number of males in banking profession to the number of females in management profession
A. 17:7
B. 28:55
C. 7:11
D. 165:112
E. 165:28
Answer – E. 165:28
Explanation :
Ratio = 22*75/ 14*20 = 165:28

4. If the difference between the % of medical and teaching is 13% then What is the ratio of the total males in medical and teaching profession to that of females in the same professions?
A. 161:250
B. 195:256
C. 570:253
D. 507:233
E. 13:19
Answer – D. 507:233
Explanation :
[12*55 + 25*75]/[12*45 + 25*25]
507 : 233

5. If the total % of people in Teaching Profession is 25%. Then the females in Engineering Profession are approximately what percent of the females in Management Profession?
A. 276
B. 256
C. 286
D. 246
E. None of the Above
Answer – C. 286
Explanation :
[12000*16*50/12000*14*20]*100 = 286

(Q.no: 6-10). Refer to the table and answer the given questions.
Total Number of People Visiting all Super Markets = 303600

Names of the Super Markets% of Men% of Women% of Children
A35_10
B__20
C3545_
D4126_
E__24
F2462_

1. If the total number of persons visiting Super Market D is 55500. Then number of men visiting Super market D forms approximately what percent of the total number of person visiting all the super markets together?
A. 2.5 %
B. 9.5 %
C. 6.5 %
D. 7.5 %
E. 4.5%
Answer – D. 7.5 %
Explanation :
% of Men = 100 – Others = 100 – (26 + 33) = 41%
41*55500/100 = 22755
Required % = [22755/303600]*100 = 7.5%

2. If the number of men visiting Super Market C is 15974 and the men visiting Super Market F is 14316. The number of children visiting Super market C forms what percent of the number of Children visiting Super market F?(rounded off to two digits after decimal)
A. 91.49 %
B. 49.85 %
C. 121.71 %
D. 109.30 %
E. None of the Above
Answer – D. 109.30%
Explanation :
% of Children visiting Super market C = 100 – 80 = 20%
35% of x = 15974 => 20% of x = 9128
% of Children visiting Super market F = 100 – 86 = 14%
24% of x = 14316 => 14% of x = 8351
Required % = (9128/8351)*100 = 109.30%

3. Total number of Men and Women visiting Super Market B is 52720. The difference between the total number of Men and Women visiting Super Market D is 8325. What is the total number of Children Visiting Super Markets B and D together?
A. 17780
B. 28550
C. 31495
D. 16510
E. 16400
Answer – C. 31495
Explanation :
Total number of Men and Women visiting Super Market B = 52720
80% of x = 52720 => 20% of x = 13180
The difference between the total number of Men and Women visiting Super Market D = 8325
15% of x = 8325 => 33% of x = 18315
Total number of Children Visiting Super Markets B and D = 13180 + 18315 = 31495

4. If the % of Men & Children together visiting of Super Market B is 57% and the % of Men Super Market E is 6%. What is the average percent of women Visiting B, C, D and E all the Super Markets together?
A. 46%
B. 42%
C. 40%
D. 48%
E. 38%
Answer – A. 46%
Explanation :
% of Men & Children together visiting of Super Market B = 57%
% of Women visiting of Super Market B = 100 – 57 = 43%
% of Women visiting of Super Market E = 100 – 30 = 70%
Average % = [43 + 45 + 26 + 70] / 4 = 184/4 = 46%

5. Total number of Men and Children visiting Super Market A is 15552. The difference between the total number of Men and Women visiting Super Market C is 4564. What is the ratio of the number of women visiting Super Market A to that of those visiting Super Market C ?
A. 35:37
B. 245:316
C. 1041:1156
D. 1056:1141
E. None of the Above
Answer – D. 1056:1141
Explanation :
45% of x = 15552 ; 55% of x = 19008
10% of x = 4564 ; 45% of x = 20538 ; Ratio = 19008 : 20538 => 1056 : 1141

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