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Abhijit distributed ₹9,82,706 among his wife, daughter, and son. His wife received ₹4,98,234 and his daughter received ₹1,09,725. How much did his son receive?

Mathematics

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Answers

2 parts
7

₹3,74,747\text{₹3,74,747}

8

₹3,32,710\text{₹3,32,710}

Step-by-step solution

6 steps

Here are the answers to questions 7 and 8.

Part 7· 3 steps

  1. Identify the total amount Abhijit had and the amounts given to his wife and daughter.

    Total amount Abhijit had =₹9,82,706= \text{₹}9,82,706
    Amount given to wife =₹4,98,234= \text{₹}4,98,234
    Amount given to daughter =₹1,09,725= \text{₹}1,09,725

  2. Calculate the total amount given to his wife and daughter.

    Amount given to wife and daughter=₹4,98,234+₹1,09,725=₹6,07,959\text{Amount given to wife and daughter} = \text{₹}4,98,234 + \text{₹}1,09,725 = \text{₹}6,07,959
  3. Subtract the combined amount from the total amount Abhijit had to find his son's share.

    Son’s share=₹9,82,706−₹6,07,959=₹3,74,747\text{Son's share} = \text{₹}9,82,706 - \text{₹}6,07,959 = \text{₹}3,74,747

    His son's share is ₹3,74,747\boxed{\text{₹3,74,747}}.

Part 8

₹3,32,710\text{₹3,32,710}

  1. Identify the loan amount and the costs of the house and ornaments.

    Loan amount =₹9,00,000= \text{₹}9,00,000 (Nine lakh rupees)
    Cost of house =₹3,67,290= \text{₹}3,67,290
    Cost of ornaments =₹2,00,000= \text{₹}2,00,000 (Two lakh rupees)

  2. Calculate the total amount Komal spent.

    Total amount spent=₹3,67,290+₹2,00,000=₹5,67,290\text{Total amount spent} = \text{₹}3,67,290 + \text{₹}2,00,000 = \text{₹}5,67,290
  3. Subtract the total amount spent from the loan amount to find the money left with her.

    Money left=₹9,00,000−₹5,67,290=₹3,32,710\text{Money left} = \text{₹}9,00,000 - \text{₹}5,67,290 = \text{₹}3,32,710

    The money left with Komal is ₹3,32,710\boxed{\text{₹3,32,710}}.

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