A man earns $R s . 12, 000$ and spends $R s . 10, 500$ . If he saves rest of the money, find the percentage of his savings.

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Solution

Given: Earning $= R s . 12, 000$
Spends (Expenditure) $= R s . 10, 500$
We know, Saving $=$ Earning $-$ Expenditure
Saving $= 12000 - 10500$
Saving $= R s . 1500$
$∴$ Saving Percentage $% = \frac{Saving}{Earning} \times 100 % = \frac{1500}{12000} \times 100 = 12.5 %$

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A man earns Rs. 12,000 and spends Rs. 10,500. If he saves rest of the money, find the percentage of his savings.

Given: Earning =Rs. 12,000 Spends (Expenditure) =Rs. 10,500We know, Saving = Earning − ExpenditureSaving =12000−10500Saving=Rs. 1500∴ Saving Percentage %=SavingEarning×100%=150012000×100=12.5%

A man earns $R s . 12, 000$ and spends $R s . 10, 500$ . If he saves rest of the money, find the percentage of his savings.

Given: Earning $= R s . 12, 000$
Spends (Expenditure) $= R s . 10, 500$
We know, Saving $=$ Earning $-$ Expenditure
Saving $= 12000 - 10500$
Saving $= R s . 1500$
$∴$ Saving Percentage $% = \frac{Saving}{Earning} \times 100 % = \frac{1500}{12000} \times 100 = 12.5 %$