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A man invested 20% of his monthly income...

A man invested 20% of his monthly income in LIC and remaining gave to his mother . Mother spend 15% of it in household expenses and she was left with Rs. 27,200 then find the salary of man ?

A

Rs. 37,500

B

Rs. 36,000

C

Rs. 38,000

D

Rs. 40,000

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The correct Answer is:
To solve the problem step by step, we will follow the logical deductions based on the information provided in the question. ### Step 1: Define the Monthly Income Let the man's monthly income be represented as \( S \). ### Step 2: Calculate the Investment in LIC The man invests 20% of his monthly income in LIC. Therefore, the amount invested in LIC is: \[ \text{Investment in LIC} = 0.20 \times S = 0.2S \] ### Step 3: Calculate the Amount Given to His Mother The remaining amount after the investment in LIC is given to his mother. This amount can be calculated as: \[ \text{Amount given to Mother} = S - 0.2S = 0.8S \] ### Step 4: Calculate the Amount Spent by His Mother His mother spends 15% of the amount she received from her son on household expenses. Therefore, the amount spent by her is: \[ \text{Amount spent by Mother} = 0.15 \times (0.8S) = 0.12S \] ### Step 5: Calculate the Amount Left with His Mother After spending, the amount left with his mother is: \[ \text{Amount left with Mother} = (0.8S) - (0.12S) = 0.68S \] ### Step 6: Set Up the Equation According to the problem, the amount left with his mother is Rs. 27,200. Therefore, we can set up the equation: \[ 0.68S = 27,200 \] ### Step 7: Solve for \( S \) To find the man's monthly income \( S \), we can rearrange the equation: \[ S = \frac{27,200}{0.68} \] Calculating this gives: \[ S = 40,000 \] ### Conclusion The man's monthly income is Rs. 40,000. ---

To solve the problem step by step, we will follow the logical deductions based on the information provided in the question. ### Step 1: Define the Monthly Income Let the man's monthly income be represented as \( S \). ### Step 2: Calculate the Investment in LIC The man invests 20% of his monthly income in LIC. Therefore, the amount invested in LIC is: \[ ...
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