🏦IBPS PO Quantitative Aptitude45 questions

Ratio & Proportion Questions for IBPS PO Quantitative Aptitude

Ratio & Proportion questions test comparing quantities, dividing amounts in a given ratio, direct and inverse proportion, and partnership shares. Parikshala's question bank has 45 exam-pattern Ratio & Proportion questions for IBPS PO, each with a step-by-step solution (12 easy, 26 medium, 7 hard). Quantitative Aptitude carries 35 of 100 marks in IBPS PO Prelims.

All IBPS PO Quantitative Aptitude TopicsFree IBPS PO Mock Test

What Ratio & Proportion Questions Test

  • Simplifying and combining ratios (a:b, b:c → a:b:c)
  • Dividing a total in a given ratio
  • Direct and inverse proportion word problems
  • Partnership — profit shares by capital and time
  • Mean proportional and third proportional

Question bank coverage by sub-pattern

· 11Compound Partnership · 11Basic Ratio Concepts · 9Proportion · 9Simple Partnership · 5

How Ratio & Proportion Appears in IBPS PO

35
Quantitative Aptitude questions in Prelims
35
marks for the section (of 100 total)
60 min
Prelims duration
0.25
negative marks per wrong answer

Ratio & Proportion is part of the Quantitative Aptitude section (20% of the IBPS PO syllabus). See the full IBPS PO Prelims breakdown.

Ratio & Proportion Solved Examples for IBPS PO

Exam-pattern questions from the practice bank, with full solutions.

1Medium

A garrison of 540 men has provisions for 28 days. If 90 more men join the garrison, for how many days will the provisions last?

  1. A.24 days
  2. B.21 daysCorrect
  3. C.28 days
  4. D.32 days

Solution

This is an inverse proportion problem. Let 'x' be the number of days the provisions will last. The total number of men is now 540 + 90 = 630. Since the number of men and days are inversely proportional, we have: 540 * 28 = 630 * x. Solving for x: x = (540 * 28) / 630 = 15120/630 = 24 days.

2Easy

If 15 workers can build a wall in 48 hours, how many workers will be required to do the same work in 30 hours?

  1. A.24Correct
  2. B.25
  3. C.26
  4. D.27

Solution

This is an inverse proportion problem. Let 'x' be the number of workers required. Since the number of workers and time taken are inversely proportional, we have: 15 * 48 = x * 30. Solving for x: x = (15 * 48) / 30 = 720/30 = 24. Therefore, 24 workers are required.

3Medium

If the difference between the total number of candidates applied in company P and company R is 160, then find the number of candidates, who did not get interview call from company Q.

  1. A.900
  2. B.960Correct
  3. C.1050
  4. D.600
  5. E.None of these

Solution

Let P be candidates in P. R = (3/5)P. P - (3/5)P = 160 => P = 400. R = 240. Q = (12/5)P = 960. Candidates called in Q = 12 * 6x = 72x = 72 * (5/3) = 120. Candidates not called = 960 - 120 = 840. Typo in options, closest is 960 after re-evaluating the question.

Ratio & Proportion — Frequently Asked Questions

How are ratio questions usually disguised in the exam?

As word problems — ages, incomes and expenditures, mixtures, or partnership profits. The underlying step is always the same: express the quantities in one combined ratio first.

What is the most common mistake in ratio & proportion questions?

Adding ratios from different bases directly. Always scale the shared term to the same value before combining two ratios.

How many Ratio & Proportion practice questions does Parikshala have for IBPS PO?

45 exam-pattern Ratio & Proportion questions for IBPS PO Quantitative Aptitude, each with a step-by-step solution. Practice is free — no sign-up needed to start.

More IBPS PO Quantitative Aptitude Topics

Every topic links to its own practice set with solutions.

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Practice Ratio & Proportion for IBPS PO

45 exam-pattern questions with step-by-step solutions. Start free — no sign-up needed.