100 Arithmetic Questions for IBPS Exams: Approximately 10-15 questions from Arithmetic section appear in every IBPS Exam, so this weightage makes this section a really important one. To help you not to lose marks in this section Oliveboard is providing you top 100 arithmetic questions, you can practice these questions and expect good marks from this section. Know what kind of questions are there in this eBook and know how to download the eBook here.
Arithmetic Questions for IBPS
Q1) Find the speed of the stream, if a boat takes 8 hours to travel a distance of 192 km upstream, and the speed of the boat in still water is 32 km/h.
A-8 km/h
B-6 km/h
C- 12 km/h
D-10 km/h
E – 4 km/h
Q2) Present ages of Ramesh and Rajesh are in the ratio 6:7, respectively. The ratio of their ages after 12 years will be 9:10. The difference between the ages of Rajesh and Rakesh is two years. Find the present age of Rakesh.
A-26 years
B-28 years
C- 30 years
D- Either (a) or (b)
E- Either (a) or (c)
Q3) A, B and C started a business with initial investments of Rs. 1250, Rs. 1750 and Rs. 2000 respectively. After one year A, B and C made additional investments of Rs. x + 650, Rs. x +500, Rs. x + 850 respectively. Find the profit share of B out of the total profit of Rs. 4350, after two years.
A-Rs. 1,350
B- Rs. 1,450
C- Rs. 1,550
D- Rs. 1,650
E- Can’t be determined
Q4) Ram invested Rs. ‘x’ in a scheme offering 15% p.a. simple interest for three years while Shyam invested same amount in another scheme offering 10% p.a. compound interest for three years, compounded annually. Find the value of ‘x’ if the difference between the interests earned by them after three is Rs. 1428.
A- 9000
B-10000
C- 11000
D- 12000
E- None of these
Q5) Train P can cross a pole and a platform 320 meter long in 11 seconds and 27 seconds, respectively. Train P can cross train Q moving in opposite direction in 9 seconds. Find the speed of train Q if its length is 35 meter less than that of train P.
A- 90 km/h
B- 22.5 m/s
C- 85 km/h
D- 20 m/s
E- 80 km/h
Q6) Radius of base and the height of the circular cylinder are in the ratio 3:7, respectively. Find its curved surface area if its volume is 1,584 cm².
A- 528 cm²
B- 536 cm²
C- 548 cm²
D- 560 cm²
E- None of these
Q7) Monthly income of B is Rs. 3,000 more than the monthly income of A. Monthly savings of A and B are Rs. 8,000 and Rs. 17,000 respectively. Find the monthly income of A if the monthly expenditures of A and B are in the ratio 4:3, respectively.
A- Rs. 27,000
B- Rs. 32,000
C- Rs. 35.000
D- Rs. 37,000
E- None of these
Q8) Five numbers are in an arithmetic progression with common difference 3. Find the average of these five numbers if the largest number is 40% more than the smallest number.
A- 30
B- 33
C- 36
D- 39
E- None
Q9) In an examination, Pankaj scored certain marks and failed by 48 marks. In the same examination, Rajan scored 56% marks, thus scored 84 marks above passing marks. Find the percentage of marks obtained by Pankaj if Rajan scored 224 marks.
A- 22%
B- 23%
C- 24%
D- 25%
E- None
Q10) ‘A’ can complete 1/3rd of a work in 4 days. He worked alone for 6 days and left. The remaining work is completed by ‘B’ alone in 10 days. In how many days can ‘A’ and ‘B’ together complete the whole work?
A- 10.5 days
B- 9 days
C- 4.5 days
D- 8 days
E- 7.5 days
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