- SELENIUM
- JMeter
- DevOps
- VERSION CTRL
- Online Test
- Number System MCQ - 1
- Number System MCQ - 2
- Number System MCQ - 3
- Simplification MCQ
- Average MCQ
- Simple Interest MCQ
- Compound Interest MCQ
- Percentage MCQ
- Ratio and Proportion MCQ
- Selenium MCQ-1
- Selenium MCQ-2
- Selenium MCQ-3
- Mock ISTQB
- Mock CSM
- Software Testing MCQ
- Java MCQ -1
- Java MCQ -2
- Java MCQ -3
- Java MCQ -4
- Java MCQ -5
- Java MCQ -6
- Java MCQ -7
- S/W PROJECT MANAGEMENT
- PROTRACTOR
- Java -Tutorials
- MORE
Ratio and Proportion - MCQ | Quantitative Aptitude Test - Ratio and Proportion
The ratio of two quantities a and b is the fraction a/b, represented by a:b. Here, a abd b are also called the terms of the ratio.
The multiplication or division of each term in the ratio by the same non-zero number does not change the
ratio. For. e.g each term in the ratio 4:5 if multiplied by 2, gives 8:10 which is equal to
the original ratio 4:5.
If two ratios are equal, then we can say that the ratios are in proportion.
i.e. if a:b = c:d, then we can say a,b,c, and d are in prportion.
And we can write a:b :: c:d
This article contains the MCQs on 'Ratio and proportion' that are fetched from previous competitive exams like Bank P.O, M.B.A, M.A.T, etc.
Quantitative Aptitude Test - Ratio and Proportion
The test consists of 12 questions on Ratio and Proportion.
No negative marking for this test.
No Time limit
The pass percentage is 70%
The correct answer with a description will be displayed after the answer has been marked.
Submit the test to calculate your score once you are done with all the questions.
Complexity Level- Moderate
Q1. Two numbers are in the ration 4:7. When these two numbers are added, the result is 33. Find the numbers.
Q2: The monthly salary of Mahesh, Rajiv, and Nandini are in the ratio 5:7:9.
If the sum of the salary of all the three is 126000. Find the salary of Rajiv.
Q3. If 3:a = 1:9, then find the value of a.
Q4: The ratio of income and expenditure of Mahesh is 11:10. Find his monthly income, if he saves Rs. 9000 per annum.
Q5: One year ago, the ratio of ages of Peter and John is 3:4. The ratio of their ages will be 10:13 after one year. Find the present age of Peter?
Q6: What number to be added to both the terms of the ratio 3:7 so that the ratio becomes 4:9?
Q7: In a mixture of three varieties of tea, the ratio of their weights is 4:5:8. If 5 kg tea of the first variety,
10 kg tea of the second variety and some quantity of tea of the third variety are added to the mixture, the
ratio of the weights of the three varieties of tea becomes 5:7:9. Find the quantity of the third variety of tea
in the final mixture.
Q8: 25% of Rajiv's income is equal to 35% of Vishal's income.
The ratio of the incomes of Rajiv and Vishal is
Q9: Given two number A and B. If A increases, then B decreases by the same proportion. If A = 300, and B = 400.
Find the value of B, when A = 400.
Q10: If the speed of the train is 60 km/hr, then the time taken to reach a certain destination is 4 hrs. If the speed of the train increases by 30 km/hr, then find the time taken
by the train to reach the same destination.
Q11: If 5 mangoes and 4 apples cost as much as 3 mangoes and 7 apples, then what will be the ratio of the cost of 1 mango to the cost of 1 apple?
Q12: Given A and B are inversely proportional to each other. If A = 800, and B = 400. Find the value of B, when A increases by 200.