The arithmetic section is an important part of the IBPS RRB exam 2025. This examines your original mathematics skills and how fast you can solve the questions. Topics such as percentage, profit and loss, ratio and ratio, time and work, and simple interest are often asked. To help you make better preparations, here are some important arithmetic questions with easy solutions. These will help you understand tricks and create your confidence for the exam.
Major concepts in arithmetic
The arithmetic segment of the IBPS RRB exam consists of a variety of topics that test their application in understanding the basic mathematical concepts of a candidate and solving complex problems. There are some major concepts included in this section:
- Number system: This includes subjects such as the entire number, integer, part, decimal, and addition, the fundamental operation of subtraction, multiplication and division.
- Percent: It is important to understand the percentage as it makes the basis for many other subjects such as profit and loss, simple interest and compound interest.
- Ratio and Ratio: These concepts are necessary to solve problems related to mixing, partnership and scaling.
- average: Question on the average test the ability to find a set of numbers and understand distribution.
- Profit and Loss: Business transactions in this subject include calculating profit or loss and understanding the percentage change in price.
- Simple and compound interest: These subjects deal with the calculation of interest over time, differentiate between simple interest and compound interest.
- Time and work: This includes problems related to the amount of work done at a certain time and the concept of work efficiency.
- Time, speed and distance: These problems require understanding relationships between time, speed and distance and resolving related questions.
- Mix and accusation: A mixture in this subject involves calculating the concentration of different components and solving related problems.
Arithmetic Question for IBPS RRB 2025: Click here to download
Arithmetic for IBPS RRB exam 2025 with solution
Q1. There were two solid circular balls. The ratio between the radius of the first ball for the second ball is 4: 3. The second ball was cut into two equal parts and the difference between the total surface area of the first ball and a part of the second ball is 1424.5 cm km. Search the value of the radius of the big ball,
(A) 14 cm
(b) 16 cm
(c) 10.5 cm
(d) 20 cm
(E) 2 2 28 cm
Q2. Pipe P alone and pipe cue alone can fill the same tank in 24 hours and 15 hours respectively and another pipe R can empty the same tank in 20 hours alone. If the pipe P, Q&R is optionally opened for one hour to fill the same tank, then the pipe is opened in Q1 in this wayScheduled tribe Hour and then pipe R (outlet) and then pipe, then find time taken to fill the tank,
(a) 51 1/8 hours
(b) 52 hours
(c) 50 3/8 hours
(d) 51 1/5 hours
(e) ४ ९ hours
Q3. Manik and Shivam entered a partnership by investing Rs.20000 and Rs.32000 respectively. After 4 months, Manik increased his investment by 50% and after another 6 months Shivam increased his investment by 25%. If Shivam gets a profit of Rs 30000 at the end of the year, then get a total profit,
(A) Rs.80000
(b) Rs.77000
(c) Rs.54000
(d) Rs.93000
(e) Rs.12000
Q4. Deepak gave Rs. The P Scheme A received a total amount of Rs. He then Rs. (P+x) Another scheme B at 20% PA for 2 years at simple interest. If they received Rs 30000 as interest from Scheme B, find X,
(A) Rs 2600
(b) Rs 28000
(c) Rs 12000
(d) Rs 22000
(e) 15000 rupees
Q5. The cost price of 2 bats is equal to the cost price of 6 balls. If the ratio of the number of bats in balls sold by the shopkeeper is 2: 3 and bats are sold at 40% and the balls are sold. % Benefits, then what is the overall profit percentage of shopkeeper.
(a) 76 2/3 %
(b) 38 1/3 %
(c) 592/3 %
(d) 43 1/3 %
(E) 22 2/3%
Q6. ‘A’ has a certain average for 9 innings. He scored 100 runs in the tenth innings, leading to his average 8 runs. Their new average
(A) 20
(b) 24
(c) 28
(d) 32
(e) None of these
Q7. Veer, Sameer and Gopal started a business with initial investment in the ratio of 10: 12: 9 respectively. At the end of one year, Veer, Sameer and Gopal got Rs. 1000, Rs. 1200 and Rs. 1500 respectively from their initial investment. If at the end of two years, Sameer got Rs. As a profit from the total benefits of Rs 16200. 40950, then find Gopal’s initial investment?
(A) Rs. 4500.
(b) Rs. 6200.
(c) Rs 3700.
(d) Rs 3200.
(e) 4 (00 00.
Q8. The average age of 16 students in one class is x year. If a teacher who is 54 years old, has increased by 2 years from the average of the class. Find the value of x?
(a) 18 years
(b) 25 years
(c) None of these
(d) 20 years
(e) 30 years
Q9. The ratio of upstream speed from downstream speed is 1: 11. If the speed of the boat in the water is 30 km/h, find the distance covered in upstream in 5 hours? (In km)
(A) 4
(b) 55
(c) 25
(d) 30
(e) 40
Q10. The speed of the boat in the water is still 700% higher than the speed of the stream. The boat covers a distance of 63 km downwards in 2 hours 48 minutes. Then, find the time taken by the boat to travel up to 56 km upwards.
(A) 2 hours 58 minutes
(b) 3 hours 02 minutes
(c) 3 hours 12 minutes
(d) 3 hours 37 minutes
(e) 4 hours 12 minutes
Q11. If the price of milk increases by 25%, a person can buy 8 liters less milk by spending Rs 160. Find the final rate of milk?
(a) Rs 4 per liter
(b) Rs 5 per liter
(c) Rs 8 per liter
(d) Rs 6 per liter
(E) Rs 7 per liter
Q12. Two trains are traveling with a speed of 144 km/h and crosses each other in 6 seconds while traveling in the opposite direction. The long train which is 60 meters longer, then running with a small train and a speed of 108 km/h, crosses a railway platform in 20 seconds. Find the time taken by a small train to cross the same platform.
(a) 13.5 seconds
(b) 11.5 seconds
(c) 12.5 seconds
(d) 14.5 seconds
(e) 18.5 seconds
Q13. The ratio between CI’s principle for two years is 25: 11. If the difference between CI & SI for two years is given as Rs 240, then find out the principle?
(A) Rs 6000
(b) Rs 5800
(c) Rs 6400
(d) Rs 5000
(e) Rs 4000
Q14. A man has Rs. He borrowed out of the total amount of 10000 from his friend at the rate of 5% PA for three years for three years that he invested 80% at the rate of R% PA on compound interest for three years and comfortably rested. If a man still has to pay 852 for his friend after three years, find ‘R’?
(a) 10%
(b) 5%
(c) 8%
(d) 12%
(e) 15%
Q15. Satish’s speed is 40% of Aman’s speed. Aman covers 2340 meters in 18 seconds. How much time Satish can cover 468 meters.
(a) 8 seconds
(b) 9 seconds
(c) 10 seconds
(d) 11 seconds
(e) 12 seconds
Q16. In one day, Sita typed an essay of 6000 words in 40 minutes. The next day, he typed the same essay with 12% faster than the previous day’s speed. Put that time to type the essay the next day?
(a) 310/7 minutes
(b) 250/7 minutes
(c) 40 minutes
(d) 30 minutes
(e) 125/7 minutes
Q17. (1250 + 1725) ((825 + 365) =?
(A) 1.5
(b) 2.5
(c) 1
(d) 2.25
(e) 2.75
Q18. 300 of √625 316 × 6 =?%?
(A) 15
(b) 12.5
(c) 17.5
(d) 10
(E) 8.5
Q19. 26 × 15 + 310 – (15) = 25%?
(A) 1600
(b) 1800
(c) 1900
(d) 1500
(E) 1 (000
Q20. √81 × .625 + 1225 = (?) Of – 150
(A) 50
(b) 45
(c) 35
(d) 30
(e) 40
Q21. There are some cards in a box, and there are no number 1 to 60 written on the card. If a card is taken from the box, find the possibility that the card taken out is several of the seven.
(a) 11/15
(b) 7/15
(c) 4/15
(d) 1/15
(e) 2/15
Q22. A man spends 40% of his monthly salary on travel and 25% of the remaining monthly salary. He then spends his remaining monthly salary on food and FD in the ratio of 2: 3 respectively. If the difference between the FD and the amount spent on travel is Rs 2600, then find out the amount spent on food (in Rs).
(a) 1800
(b) 3700
(c) 2400
(d) 3250
(E) 4000
Q23. A and B can complete a work in 6 days simultaneously. If B takes 16 days more than A to complete the work, in how many days can he complete the entire work?
(A) 24
(b) 8
(c) 9
(d) 12
(e) 15
Q24. A man spends the 1/5th house rent of his monthly salary and 1/4th of the remaining salary on his food. From the remaining monthly salary, he spends 5/9th on the journey and saves the rest. If he had saved the difference between the difference between the amount and the amount spent on the rent of the house is Rs 6000, then find out the monthly salary (in rupee).
(A) 90000
(b) 110000
(c) 100000
(d) 80000
(e) 120000
Q25. RS Y is distributed between Jack, Colvin, Love and Mosu. The amount received by Jack is the 5/4th of the amount received by love and the amount received by Kolevin is 2/5th less than the amount received by Jack. If the amount received by Mosu is Rs 1000 less than love and the difference between the amount received by Jack and Mosu is Rs 2000, then find the value of Y (in RS).
(A) 2000
(b) 18000
(c) 10000
(d) 12000
(e) 15000
Q26. The time taken by a boat to cover 240 km upwards is 30 hours and the boat can cover Y + 8 km below in 24 hours. If the speed of the boat in the water is still 400% higher than the speed of the stream, find the value of Y (km).
(a) 288
(b) 280
(c) 232
(d) 252
(e) 312
Q27. Five years therefore, P age P is equal to the age of Q seven years ago. After four years, the ratio of the age of Q to P is 3: 2. Find the sum of the present ages of P and Q (in years).
(A) 58
(b) 4 (
(c) 52
(d) 50
(e) 58
Q28. In a mixture of milk and water, the amount of water is 1/9th of the total mixture. If the 54 -liter mixture is removed and 10 liters of water is added to the mixture, the amount of milk in the resulting mixture becomes 32 liters. Find the initial amount of water in the mixture.
(a) 5 liters
(b) 15 liters
(c) 10 liters
(d) 20 liters
(e) 25 liters
Q29. Ram and Shyam started a business with investment of Rs 3600 and Rs 3600 respectively. After nine months, Rama left the business and his profit share is Rs 3600 out of the total profit of Rs 6800. Find an investment of Shyam (in rupee).
(a) 6000
(b) 2400
(c) 3700
(d) 3000
(E) 4000
Q30. The average weight of 96 students in a group is 45 kg. If 24 more students joined the group, the average weight declined by 3 kg. Find the average weight of 24 new students in the group.
(A) 40
(b) 37
(c) 35
(d) 25
(e) 30
| Solution | |||||||||
| 01 | 02 | 03 | 04 | 05 | 06 | 07 | 08 | 09 | 10 |
| A | ET | C | ET | D | C | A | D | C | C |
| 11 | 12 | 13 | 14 | 15 | 16 | 17 | 18 | 19 | 20 |
| B | A | A | A | B | B | B | B | C | ET |
| 21 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 | 30 |
| ET | B | B | A | ET | B | C | C | A | ET |
