Quantitative Aptitude DI
Sep 24 2020
Here we are providing new series of Quantitative Aptitude Questions for upcoming exams, so the aspirants can practice it on a daily basis.
Study the following information carefully and answer the given questions.
The following pie chart shows the expenditure of 6 different friends in a certain month.
1) If the percentage of expenditure of person P and person Q is 60 % and 55 % respectively out of the total income of those persons, then find the difference between the total income of person P to that of person Q?
A.Rs. 20000
B.Rs. 16000
C.Rs. 24000
D.Rs. 22000
E.None of these
2) Total expenditure of person R is approximately what percentage of total income of person U, if the percentage of total expenditure of person U is 40 % out of the total income of U?
A.65 %
B.54 %
C.73 %
D.82 %
E.95 %
3) Find the difference between the average number of total expenditure of person P and Q together to that of the average number of total expenditure of person S and U together?
A.Rs. 20000
B.Rs. 18000
C.Rs. 14000
D.Rs. 16000
E.None of these
4) Find the central angle corresponding to the expenditure of person U?
A.54.2°
B.39.6°
C.45.4°
D.62.8°
E.None of these
5) If the income of person S and T is Rs. 40000 and Rs. 45000 respectively, then find the total savings of person S and T together?
A.Rs. 27000
B.Rs. 29000
C.Rs. 32000
D.Rs. 25000
E.None of these
Answers :
1) Answer: A
The total income of person P
= > 200000 * (18 / 100) * (100 / 60)
= > Rs. 60000
The total income of person Q
= > 200000 * (22 / 100) * (100 / 55)
= > Rs. 80000
Required difference = 80000 – 60000 = Rs. 20000
2) Answer: C
Total expenditure of person R
= > 200000 * (20 / 100) = Rs. 40000
Total income of person U
= > 200000 * (11 / 100) * (100 / 40) = Rs. 55000
Required % = (40000 / 55000) * 100 = 72.72 % = 73 %
3) Answer: D
The average number of total expenditure of person P and Q together
= > [200000 * (18 / 100) + 200000 * (22 / 100)] / 2
= > [36000 + 44000] / 2 = Rs. 40000
The average number of total expenditure of person S and U together
= > [200000 * (13 / 100) + 200000 * (11 / 100)] / 2
= > [26000 + 22000] / 2 = Rs. 24000
Required difference = 40000 – 24000 = Rs. 16000
4) Answer: B
The central angle corresponding to the expenditure of person U
= > (11 / 100) * 360 = 39.6°
5) Answer: A
The total savings of person S and T together
= > [40000 - 200000 * (13 / 100)] + [45000 - 200000 * (16 / 100)]
= > [40000 – 26000] + [45000 – 32000]
= > 14000 + 13000 = Rs. 27000