Four persons 1.) Mohit 2.) Manohar 3.) Prashant 4.) Dinesh each had some initial wealth. They were all playing on the bridge in such a way that the loser would own each of the other three persons on his part.Double the money, they play four rounds and each person has Sequence 1,2,3,4 and one Lost a round. As mentioned above, at the end of the fourth round each person has ₹ 32000.?

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Four persons 1.) Mohit 2.) Manohar 3.) Prashant 4.) Dinesh each had some initial wealth. They were all playing on the bridge in such a way that the loser would own each of the other three persons on his part.Double the money, they play four rounds and each person has Sequence 1,2,3,4 and one Lost a round. As mentioned above, at the end of the fourth round each person has ₹ 32000.?

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Four persons 1.) Mohit 2.) Manohar 3.) Prashant 4.) Dinesh each had so...

Solution:

Given Information:

There are four persons - Mohit, Manohar, Prashant and Dinesh

Each person has some initial wealth

They are playing on the bridge in such a way that the loser would own each of the other three persons on his part

They play four rounds and each person has Sequence 1,2,3,4 and one Lost a round

At the end of the fourth round each person has ₹ 32000

Explanation:

Let's assume the initial wealth of Mohit, Manohar, Prashant and Dinesh as M, N, P and D respectively

As per the game, the loser of each round would lose the sum of the wealth of the other three persons

After the first round, let's say Mohit lost and he has to pay twice the wealth of Manohar, Prashant and Dinesh which is 2(N+P+D)

Similarly, after the second round, let's say Manohar lost and he has to pay twice the wealth of Mohit, Prashant and Dinesh which is 2(M+P+D)

After the third round, let's say Prashant lost and he has to pay twice the wealth of Mohit, Manohar and Dinesh which is 2(M+N+D)

Now, after the fourth round, only Dinesh is left to lose and he has to pay twice the wealth of Mohit, Manohar and Prashant which is 2(M+N+P)

Given that after the fourth round, each person has ₹ 32000 which means, the total wealth of all four persons is 4*₹ 32000 = ₹ 128000

So, we can write the following equation: M+N+P+D+2(N+P+D)+2(M+P+D)+2(M+N+D)+2(M+N+P) = 128000

On solving the above equation, we get M+N+P+D = ₹ 32000

Therefore, each person had an initial wealth of ₹ 8000

Conclusion:

The initial wealth of each person was ₹ 8000

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Four persons 1.) Mohit 2.) Manohar 3.) Prashant 4.) Dinesh each had some initial wealth. They were all playing on the bridge in such a way that the loser would own each of the other three persons on his part.Double the money, they play four rounds and each person has Sequence 1,2,3,4 and one Lost a round. As mentioned above, at the end of the fourth round each person has ₹ 32000.? for Verbal 2024 is part of Verbal preparation. The Question and answers have been prepared according to the Verbal exam syllabus. Information about Four persons 1.) Mohit 2.) Manohar 3.) Prashant 4.) Dinesh each had some initial wealth. They were all playing on the bridge in such a way that the loser would own each of the other three persons on his part.Double the money, they play four rounds and each person has Sequence 1,2,3,4 and one Lost a round. As mentioned above, at the end of the fourth round each person has ₹ 32000.? covers all topics & solutions for Verbal 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Four persons 1.) Mohit 2.) Manohar 3.) Prashant 4.) Dinesh each had some initial wealth. They were all playing on the bridge in such a way that the loser would own each of the other three persons on his part.Double the money, they play four rounds and each person has Sequence 1,2,3,4 and one Lost a round. As mentioned above, at the end of the fourth round each person has ₹ 32000.?.

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