Quantitative Aptitude PYQs

Find the ratio of the profit earned on selling registers to the profit earned on selling pens
on Monday.

The profit earned on boxes selling on Thursday is 60% more than the profit earned on pens
selling on Monday. Find the difference between the profit earned on selling papers on Monday
and the profit earned on boxes selling on Thursday.

The profit on each register and each pen is Rs 150 and Rs 50, respectively. Find the ratio of
the total number of registers sold to the total number of pens sold on Monday.

The profit earned on registers selling on Tuesday to on Monday is in the ratio of 11:15,
respectively. The profit earned on Registers selling on Tuesday is what percentage of the profit
earned on Boxes selling on Monday?

Find the central angle (in degree) of profit earned on
pens selling on Monday.

Q46. 20, 24, 51, 115, 240, 456, 799

Q47. 24, 6, 12, 10, 28, 62, 194

Q48. 6, 11, 34, 67, 202, 403, 1215

Karan invested Rs 9000 in scheme A at (x+2)% p.a. and invested Rs 12000 in scheme B at (x-2)% p.a. Both schemes offer simple interest, and after five years, the interest received from both schemes is equal. Find the value of x.

A, B and C can complete a work in 15 days, 12 days and 10 days respectively. If A and C together work for x days and B remaining work for 2x days, then find the value of 3x.

Directions (51-55): Read the following Bar graph and table carefully and answer the questions
given below. The Bar graph shows the total number of employees (males and females) working
in five different companies. The table shows the percentage of females out of total employees in
these companies.

The average number of females in B and C together is what percentage more or less than
the total number of males in E?

Directions (51-55): Read the following Bar graph and table carefully and answer the questions
given below. The Bar graph shows the total number of employees (males and females) working
in five different companies. The table shows the percentage of females out of total employees in
these companies.

The total number of males in X is five more than the average of the females in E and D. If the
total number of employees in X is 25% more than that in A, then find the total number of females
in X.

Directions (51-55): Read the following Bar graph and table carefully and answer the questions
given below. The Bar graph shows the total number of employees (males and females) working
in five different companies. The table shows the percentage of females out of total employees in
these companies.

If each male and each female work 8 hours and 6 hours in a day in C, then find the difference
between the number of hours worked by total males and total females in a week in C.

Directions (51-55): Read the following Bar graph and table carefully and answer the questions
given below. The Bar graph shows the total number of employees (males and females) working
in five different companies. The table shows the percentage of females out of total employees in
these companies.

One-fourth of the total males and 5/8 of the total females work in the sales department in
A. Find the average number of males and females who work in the HR department in A (Males
and females work only two department).

Directions (51-55): Read the following Bar graph and table carefully and answer the questions given below. The Bar graph shows the total number of employees (males and females) working in five different companies. The table shows the percentage of females out of total employees in these companies.

Find the ratio of the total number of males in C, B and E to the total number of employees in A and B.

Q56. The total cars sold by C is how many more or less than the total bikes sold by A?

Q57. Find the ratio of the total cars sold by A and the average bikes sold by C and B.

Q58. If 5/8^th and 7/12^th of the cars sold by A and C are diesel and the rest are petrol, then find the difference between the petrol cars sold by A and C.

Q59. The total bikes sold by C is what percentage more or less than the total cars sold by B?

Q60. If the ratio of total bikes sold by A to D is 3:7 and the total cars sold by D is 20% more than that of B, then find the sum of the total bikes and cars sold by D.