#### Quantitative Aptitude Problems With Answers - Free Online Practice Test

- Latest model Quant Questions for SBI PO - Free online Practice Test 1
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- Quantitative Aptitude Problems With Answers All Chapters with multiple Examples

1.

If a boat goes 7 km upstream in 42 minuters and the speed of the stream is 3 kmph, then the speed of the boat in still water is

2.

Charan is an much younger than Raju as he is older than Tharun. If the sum of the ages of Raju and Tharun is 50 years, what is definitely the difference between Raju and Charan's age?

**Answer: Option 'D'**

**Given that
1. The difference of age between Raju and Charan = The difference of age between Charan and Tharun.
2. Sum of age of Raju and Tharun is 50 i.e (Raju + Tharun) = 50
Question : Raju - Charan = ?
Solution :
Raju - Charan = Charan - Tharun
(Raju + Tharun) = 2Charan
Now given that, (Raju + Tharun) = 50
So, 50 = 2Charan and therefore Charan = 25.
The question is (Raju - Charan) = ?
Here we know the value (age) of Charan(25), but we don't know the age of Raju.
Therefore, (Raju - Charan) cannot be determined**

3.

Vamsi started a company investing Rs. 200000. After 8 months, Krishna joined him with a capital of Rs. 120000. After 2 years, they earned a profit of Rs. 42000, what is Krishna's share of the profit?

4.

How many seconds will a 500 meter long train moving with a speed of 63 km/hr, take to cross a man walking with a speed of 3 of 3 km/hr is the direction of the train?

5.

A shopkeeper sells 1 kg of apples for Rs. 160 at a loss of 20%. At what price should he sell a kg of apples to gain 20%?

6.

A sum of Rs. 725 is lent in the beginning of a year at a certain rate of interest. After 8 months, a sum of Rs. 362.50 more is lent but at the rate twice the former. At the end of the year, Rs. 33.50 is earned as interest from both the loans. What was the original rate of interest?

7.

Excluding stoppages, the average speed of a buss is 54 km/hr and including stoppages, it is 45 km/hr. For how many minutes does the bus stop per hour?

8.

A and B are two alloys of gold and copper prepared by mixing metals in the ratio 7 : 2 and 7 : 11 respectively. If equal quantities of the alloys are melted to from a third alloy C, the ratio of gold and copper in C will be?

**Answer: Option 'B'**

**Let 1 kg of each one of A and B be taken to from 2 kg of C.
Gold in 1 kg of A = 7/9, copper in 1 kg of A = 2/9
Gold in 1 kg of B = 7/18, copper in 1 kg og B = 11/18
Gold in 2 kg of C = (7/9 + 7/18) = 21/18 = 7/6
Copper in 2 kg of C = (2/9 + 11/18) = 15/18 = 5/6
Ratio of gold and copper in C = 7/6 : 5/6 = 7 : 5
**

9.

Two trains travelling in opposite directions at speeds of 100 kmph and 90 kmph cross each other for 9s. If the length of the first train is 225m, find the length of the second train.

10.

Pipe A and Pipe B can fill a tank in 20 minutes and 30 minutes respectively. Pipe C can empty the tank in 60 minutes. The tank is initially empty. Both the pipes A and B are opened. Pipe C is opened after 6 minutes. How much time does it take to fill the tank?

**Answer: Option 'D'**

**1/20th of the tank is filled by Pipe A in 1 minute.
1/30th of the tank is filled by Pipe B in 1 minute.
1/60th of the tank is emptied by Pipe C in 1 minute.
Part of tank filled in the first 6 minuters = 6 × [(1/20) + (1/30)] = 1/2 When all pipes are opened,
part of tank filled in 1 minute = (1/12) - (1/60) = 1/15
Time required to fill the remaining 1/2 of the tank = (1/2)/(1/15) = 7.5
Total time = 6 + 7.5 = 13.5 minutes**

#### Quantitative Aptitude Problems With Answers - Free Online Practice Test

- Latest model Quant Questions for SBI PO - Free online Practice Test 1
- Latest model Quant Questions for SBI PO - Free online Practice Test 2
- Problems on Trains : Quantitative Aptitude
- Number System : Quantitative Aptitude
- Percentage : Quantitative Aptitude
- Problems on Trains - Quantitative Aptitude
- Problems on Volumes - Quantitative Aptitude
- SBI PO Mains 2017 Free Online Exams Mock test
- Quantitative Aptitude Problems With Answers All Chapters with multiple Examples

11.

A, B and C invest in a business. B invests Rs. 5000 more than A and C invests Rs. 5000 more than B. 4/9th of the total profit goes to C. Find the total capital invested in the business.

12.

Raj lends a sum of money to Shyam at an interest rate of 5% p.a. After two years, he charges an interst of 8% p.a. At the end of five years, Shyam pays Rs. 13400/- to Raj, how much money did he initially borrow?

13.

A cylinder of radius 5m and height 7m is melted to form 11 equal cuboids. Find the volume of the cuboid.

14.

A jar contains 10 liters of milk. After selling 1 liter of milk, the milkman adds 1 liter of water to the jar. He repeats the process again. What is the percentage of milk contained in the jar now?

15.

4 buses runs between Bhopal and Gwalior. If a man goes from Gwalior to Bhopal by a bus and comes back to Gwalior by another bus, then the total possible ways are

16.

Reena scores 80 marks in her first internal maths paper. By how much should she improve her mark in the second internal in order to get an average of 90 in maths?

17.

Raghava buys apples at 3 per kg for Rs. 21 and sells them at 5 kg for Rs. 50. To earn Rs. 102 as profit, he must sell?

18.

A man bought a television and a DVD player. If he sold the television at a loss of 5% and the player at a gain of 10%, he neither gains nor loses from the transaction. But, if he sells the television at a gain of 20% and the player at a loss of 10% he gains Rs. 3000. Fine the cost price of the television.

**Answer: Option 'B'**

**Let the cost of the television be Rs. x and the player be Rs. y
Case 1 : Loss on selling TV = Gain on selling player
(5/100)x = (10/100)y
0.05x = 0.1y ----(i)
Case 2: Gain selling TV-Loss on selling player = Rs. 3000
(20/100)x - (10/100)y = 3000
0.2x - 0.1y = 3000 --(ii)
Solving (i) and (ii)
x = Rs. 20000/-**

19.

4 singers, 5 dancers and 3 computers divide an amount of Rs. 130000 among themselves such that 3 comperes get as much as 2 dancers and 3 dancers get as much as 2 singers. Find the amount received by singer.

20.

Pipe A and Pipe B can fill a tank in 1 hour and 1 ¼ hours respectively. Both pipes are opened in the beginning and after some time, pipe B is closed. The tank is filled in 40 minutes. Pipes B was closed after

**Answer: Option 'D'**

**Part of tank filled by A in a minute = 1/60
Part of tank filled by B in a minute = 1/75
Let pipe B be closed after x minutes.
Part of tank filled in x minutes = x * [(1/60)] + (1/75)] =9x/300
Part of tank filled in (40-x) minutes = [(40-x) * (1/60)]
= (40-x)/60
(9x/300) + ((40-x)/60) = 1
4x = 100
x = 25 minutes**

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