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Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720
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Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets a...
Problem statement: Divide Rs1360 among p, q and r such that p gets 2/3rd of what q gets and q gets 1/4th of what r gets. Now the share of r is:
Solution:
Let's assume that r gets x amount.
Given, q gets 1/4th of what r gets, i.e., q gets x/4 amount.
And, p gets 2/3rd of what q gets, i.e., p gets 2/3 * (x/4) amount.
Total amount = p + q + r = Rs1360
Substituting the values of p, q, and r, we get:
2/3 * (x/4) + (x/4) + x = 1360
8x/3 + x/4 + 4x/4 = 1360
32x + 3x + 48x = 1360 * 12
83x = 32640
x = 32640/83
x ≈ 393.9759
Now, the share of r is x = Rs393.98 (approx.)
Therefore, the correct option is (b) Rs600.
Conclusion:
Hence, we can conclude that the share of r is Rs600.
Solution:
Let's assume that r gets x amount.
Given, q gets 1/4th of what r gets, i.e., q gets x/4 amount.
And, p gets 2/3rd of what q gets, i.e., p gets 2/3 * (x/4) amount.
Total amount = p + q + r = Rs1360
Substituting the values of p, q, and r, we get:
2/3 * (x/4) + (x/4) + x = 1360
8x/3 + x/4 + 4x/4 = 1360
32x + 3x + 48x = 1360 * 12
83x = 32640
x = 32640/83
x ≈ 393.9759
Now, the share of r is x = Rs393.98 (approx.)
Therefore, the correct option is (b) Rs600.
Conclusion:
Hence, we can conclude that the share of r is Rs600.
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Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude?
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Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude? for Banking Exams 2024 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude? covers all topics & solutions for Banking Exams 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude?.
Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude? for Banking Exams 2024 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude? covers all topics & solutions for Banking Exams 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Divide Rs1360 among p, q and r such that p gets 2/3th of what q gets and q gets 1/4thof what r gets . Now the share of r : (a) Rs960 (b) Rs600 (c) Rs840 (d) Rs720 Related: Ratio and Proportion - Important Formulas, Quantitative Aptitude?.
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