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How should a profit of Rs. 8000 be shared among X, Y, and Z if X invests Rs. 20,000 from the beginning, Y invests Rs. 7,500 for 4 months, and Z invests Rs. 15,000 starting 3 months after the business begins?

Ratio and Proportion MCQs for PPSC, FPSC, NTS, and Pakistan government job tests. Select an option below, then read the explanation.

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PPSCFPSCNTSPakistan govt jobs
Subject
Ratio and Proportionmathematics-mcqs › ratio-and-proportion
Published
10 Oct 2019
Last updated
28 May 2026

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Explanation

To find the profit-sharing ratio, multiply each partner's investment by the duration of their investment in months. X's share: 20,000 × 12 = 240,000; Y's share: 7,500 × 4 = 30,000; Z's share: 15,000 × 9 = 135,000. The ratio is 240,000 : 30,000 : 135,000, which simplifies to 16 : 2 : 9.

More Ratio and Proportion MCQs

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  1. 1.A class has a ratio of males to females of 3 to 5. If there are 24 students in total, how many of them are female?
  2. 2.What is the simplified ratio of the salaries of Faheem, Imran, and Naveed if Faheem earns 80,000 rupees, Imran earns 70,000 rupees, and Naveed earns 50,000 rupees?
  3. 3.If two numbers have a ratio of 5 to 4 and their difference is 10, what is the greater number?
  4. 4.If M, N, and O invest capital in the ratio 2:3:5 and the duration of their investments are in the ratio 4:5:6, how should the profit be shared among them?
  5. 5.A collection of coins consists of 50 paise, 1 rupee, and 2 rupee coins in the ratio 2:5:8. If the combined value of all the coins is Rs. 352, what is the total count of coins present?
  6. 6.Given three variables X, Y, and Z that satisfy the equation XY = kZ, where k is a constant, initially X is 4 and the ratio X:Y:Z is 2:3:4. If Y is changed to 12 while Z remains unchanged, what is the new value of X?
  7. 7.What is the mean proportional value between 5 and 45?
  8. 8.Given the ratios X:Y = 2:3 and Y:Z = 4:5, determine the combined ratio X:Y:Z.
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