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Home / General Aptitude / Ratio & Proportion
General Aptitude
Build ratio and proportion accuracy with direct, inverse, and comparison-based aptitude questions.
Ratio and Proportion form the backbone of many quantitative problems in aptitude tests. A ratio compares two or more quantities of the same kind, while proportion establishes that two ratios are equal. Key concepts include direct proportion (as one increases, the other increases), inverse proportion (as one increases, the other decreases), and compound ratios. Common exam questions involve dividing amounts in a given ratio, finding unknown quantities from ratio relationships, and solving age-based or mixture-based ratio problems. The technique of introducing a common multiplier (x) is the most reliable approach. Below are solved questions covering all major ratio and proportion patterns.
Let the quantities be expressed as multiples of a common variable. For ratio a:b, let the values = a×x and b×x. Use the given total, sum, or difference to find x, then multiply to get actual values.
A ratio compares two quantities (e.g., a:b). A proportion states that two ratios are equal (e.g., a:b :: c:d, meaning a/b = c/d). In a proportion, cross-multiplying gives ad = bc.
Sum the ratio terms. Each share = Total × (ratio term ÷ sum of ratios). For ratio 2:3:5 with total 100, shares are 20, 30, and 50.
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Master ratio & proportion with regular practice. Key topics include percentage calculations, profit/loss, ratio, and time-work problems. Use shortcut methods for quick calculations and practice 15-20 questions daily to build speed and accuracy. This topic frequently appears in placement aptitude rounds.
Build speed and accuracy with curated ratio & proportion practice. Each quiz includes solved explanations, timed mode, and instant correctness feedback.
Practice short timed sets daily, review every explanation, and track recurring mistakes for weekly revision.
Yes. The format mirrors common screening rounds with option-based answers and explanation-driven learning.