When the price of a commodity is increased by 25% in order to keep the expenditure remain same by how much percentage of the consumption should be decreased?

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When the price of a commodity is increased by 25% in order to keep the expenditure remain same by how much percentage of the consumption should be decreased?

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When the price of a commodity is increased by 25% in order to keep the expenditure remain same by how much percentage of the consumption should be decreased?

Let, the expenditure on the product be Rs x.

Let, the earlier price of the commodity be Rs y/kg.

∴ Price of the commodity now = y + y × 25/100 = 1.25y

∴ Earlier consumption = x/y kg

∴ Consumption now = x/1.25y kg

∴ Reduction in consumption = x/y – x/1.25y = x/5y kg

∴ Required percentage = (x/5y)/(x/y) × 100% = 20%

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When the price of a commodity is increased by 25% in order to keep the expenditure remain same by how much percentage of the consumption should be decreased?

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