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Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of the remaining amount to his 3 sons.  and half of the amount now left was spent on miscellaneous items and the remaining amount of Rs.12000 was deposited in the bank. How much money did Mr.jones have initially?
  • a)
    40000
  • b)
    45000
  • c)
    50000
  • d)
    62000
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of...
Let the initial amount be x,
Amount given to his wife =(40/100)x=2x/5
Balance = (x-(2x/5)) = 3x/5
Amount given to his wife = (20/100)*(3x/5) = 3x/25
Balance = 3x/5-3x/25 = 12x/25
Amountt spent on miscellaneous items = (1/2)*(12x/25) = 6x/25 which is equal to 12000
Hence,
=>      6x/25 = 12000
=>      x = 50000
Hence (C) is the correcr answer.
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Most Upvoted Answer
Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of...
Given:
- Mr. Jones gave 40% of his money to his wife.
- He gave 20% of the remaining amount to his 3 sons.
- Half of the amount now left was spent on miscellaneous items.
- The remaining amount left was Rs. 12000.

To find:
- How much money did Mr. Jones have initially?

Solution:
Let's assume that Mr. Jones initially had x amount of money.

1. Mr. Jones gave 40% of his money to his wife.
- So, he gave 0.4x amount of money to his wife.
- Now, he has 0.6x amount of money left.

2. He gave 20% of the remaining amount to his 3 sons.
- So, he gave 0.2(0.6x) amount of money to his 3 sons.
- Now, he has 0.6x - 0.12x = 0.48x amount of money left.

3. Half of the amount now left was spent on miscellaneous items.
- So, he spent 0.24x amount of money on miscellaneous items.
- Now, he has 0.24x amount of money left.

4. The remaining amount left was Rs. 12000.
- So, 0.24x = 12000.
- Solving for x, we get x = Rs. 50000.

Therefore, Mr. Jones had initially Rs. 50000. Answer: Option C.
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Community Answer
Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of...
Let the initial amount be x,
Amount given to his wife =(40/100)x=2x/5
Balance = (x-(2x/5)) = 3x/5
Amount given to his wife = (20/100)*(3x/5) = 3x/25
Balance = 3x/5-3x/25 = 12x/25
Amountt spent on miscellaneous items = (1/2)*(12x/25) = 6x/25 which is equal to 12000
Hence,
=>      6x/25 = 12000
=>      x = 50000
Hence (C) is the correcr answer.
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Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of the remaining amount to his 3 sons. andhalf of the amount now left was spent on miscellaneous items and the remaining amount of Rs.12000 was deposited in the bank. How much money did Mr.jones have initially?a)40000b)45000c)50000d)62000Correct answer is option 'C'. Can you explain this answer?
Question Description
Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of the remaining amount to his 3 sons. andhalf of the amount now left was spent on miscellaneous items and the remaining amount of Rs.12000 was deposited in the bank. How much money did Mr.jones have initially?a)40000b)45000c)50000d)62000Correct answer is option 'C'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of the remaining amount to his 3 sons. andhalf of the amount now left was spent on miscellaneous items and the remaining amount of Rs.12000 was deposited in the bank. How much money did Mr.jones have initially?a)40000b)45000c)50000d)62000Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Mr.Jones gave 40% of the money he had to his wife. He also gave 20% of the remaining amount to his 3 sons. andhalf of the amount now left was spent on miscellaneous items and the remaining amount of Rs.12000 was deposited in the bank. How much money did Mr.jones have initially?a)40000b)45000c)50000d)62000Correct answer is option 'C'. Can you explain this answer?.
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