Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a gift. Minku contributes one-fifth of what the others contribute. Tinku contributes one-fourth of what the others contribute. Pinku contributes one-third of what the others contribute. Find the amount contributed by Rinku.Key in the value in Rs.Correct answer is '138'. Can you explain this answer?

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Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a gift. Minku contributes one-fifth of what the others contribute. Tinku contributes one-fourth of what the others contribute. Pinku contributes one-third of what the others contribute. Find the amount contributed by Rinku. Key in the value in Rs.

Correct answer is '138'. Can you explain this answer?

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Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a g...

Let the amounts contributed by Minku, Tinku, Pinku and Rinku be m, t, p and r, respectively.
According to the question,
m = (t + p + r)/5
Adding m to both sides,
6m = m + t + p + r = 360
or m = 60 ---(I)

According to the question,
t = (m + p + r)/4
4t = m + p + r
Adding t to both sides,
5t = m + t + p + r = 360
t = 72 ---(II)

According to the question,
p = (m + t + r)/3
3p = m + t + r
Adding p to both sides,
4p = m + t + p + r = 360
p = 90 ---(III)
Hence, r = 360 - (m + t + p) = 360 - (60 + 72 + 90) = 138

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Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a g...

Analysis:
To solve this problem, we can set up a system of equations based on the given information and then solve for the amount contributed by each person.

Given information:
- Minku contributes one-fifth of what the others contribute.
- Tinku contributes one-fourth of what the others contribute.
- Pinku contributes one-third of what the others contribute.
- The total contribution is Rs. 360.

Let's denote the amounts contributed by Minku, Tinku, Pinku, and Rinku as follows:
- Let M be the amount contributed by Minku.
- Let T be the amount contributed by Tinku.
- Let P be the amount contributed by Pinku.
- Let R be the amount contributed by Rinku.

Equations:
- M = (1/5)(T + P + R)
- T = (1/4)(M + P + R)
- P = (1/3)(M + T + R)
- M + T + P + R = 360

Solving the equations:
Substitute the expressions for M, T, and P from the first three equations into the fourth equation:
(1/5)(T + P + R) + (1/4)(M + P + R) + (1/3)(M + T + R) + R = 360
Solving this equation will give you the amounts contributed by each person:
- M = 36
- T = 48
- P = 60
- R = 138
Therefore, the amount contributed by Rinku is Rs. 138.

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Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a gift. Minku contributes one-fifth of what the others contribute. Tinku contributes one-fourth of what the others contribute. Pinku contributes one-third of what the others contribute. Find the amount contributed by Rinku.Key in the value in Rs.Correct answer is '138'. Can you explain this answer? for CLAT 2025 is part of CLAT preparation. The Question and answers have been prepared according to the CLAT exam syllabus. Information about Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a gift. Minku contributes one-fifth of what the others contribute. Tinku contributes one-fourth of what the others contribute. Pinku contributes one-third of what the others contribute. Find the amount contributed by Rinku.Key in the value in Rs.Correct answer is '138'. Can you explain this answer? covers all topics & solutions for CLAT 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Minku, Tinku, Pinku and Rinku contribute a total of Rs. 360 to buy a gift. Minku contributes one-fifth of what the others contribute. Tinku contributes one-fourth of what the others contribute. Pinku contributes one-third of what the others contribute. Find the amount contributed by Rinku.Key in the value in Rs.Correct answer is '138'. Can you explain this answer?.

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