Hello and welcome to ExamPundit. Here is a set of Quantitative Aptitude Quiz for IBPS Clerk Prelims 2015.
children together take six days to complete a piece of work. How many days will
10 children take to complete that
piece of work if six women together can complete the same piece of work in 10 days?
monthly incomes of Neha, Rima and Simran is 95:110:116. If Neha’s annual income
is Rs.3,42,000, what is Simran’s
annual income?
Solutions – Neha’s monthly income = 342000/12 = 28500
So, Simran’s monthly income =
28500/95 × 116 = 34800
Simran’s annual income = 417600


km in four weeks by walking an equal distance each day. How many metres does
she walk each day?
square is twice the perimeter of a rectangle. If the perimeter of the square is
56 cm and the length of the
rectangle is 9 cm, what is the difference between the breadth of the rectangle
and the side of the square?
Solutions – Perimeter of the square = 56 cm
So, Side of the square = 14 cm
Perimeter of the rectangle = 56/2 = 28
cm
or, 2(l + b) = 28
or, 9 + b = 14
or, b = 5 cm
So, Difference = 14 – 5 = 9 cm 

distance of 256 km at the speed of 32 kmh–1. What is the average speed
of a car which travels a distance of
160 km more than the truck in the same time?
Solutions – Time taken by the truck = 256/32 = 8 hr
Distance covered by the car = 256 + 160 = 416 km
Time = 8 hr
So, Speed of the car = 416/8 = 52 km/h 

bicycle completes one lap of a square field along its perimeter at the speed of
39.6 kmh–1 in 1 minute 20
seconds. What is the area of the field?
Solutions – Total distance covered by the man = perimeter of the square
or, 39.6 × 5/18 × 80 = 880m
Side of the square = 880/4 = 220 m
Area of the field = (220)2 = 48400 sq m 

interest accrued in two years on a principal amount of Rs.16,250 is Rs.5,616 .
What is the rate of interest pcpa?
fractions 3/5, 7/9, 4/7,
2/3 and 5/8, what is the difference
between the largest and the smallest fractions?
3200 sweets were to be equally distributed among a certain number of children.
But on that particular day 80 children
remained absent and hence each child got two sweets extra. How many children were originally supposed to
be there?
Solutions – Let the total number of children be x.
So, (x–80)(3200/x + 2) = 3200
or, 2×2 – 160x = 3200 × 80
or, x2 – 400x + 320x – 3200 × 40
or, × (x – 400) + 320 (x – 400)
or, × – 400 = 0
or, × = 400


different ways can the letters of the word ‘VIRTUAL’ be arranged among themselves?
Solutions – There are seven letters in the word “VIRTUAL”.
Therefore, number of different ways in which these letters
can be arranged = ˪7 = 

Regards
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