The price of a vegetables is reduced by 25%, but the daily sale of the vegetables is increased by 30%. Find the net effect on the daily sale.

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  1. 2.5% decrease
  2. 2.5% increase
  3. 4.5% decrease
  4. 4.5% increase

Answer (Detailed Solution Below)

Option 1 : 2.5% decrease
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Detailed Solution

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Given:

Price of vegetables reduced by 25%.

Daily sale increased by 30%.

Calculation:

Let the initial price be P and the initial sale be S.

Initial daily sale amount = P × S

Price is reduced by 25%, so the new price is P - 0.25P = 0.75P

Sale is increased by 30%, so the new sale is S + 0.30S = 1.30S

New daily sale amount = (0.75P) × (1.30S) = 0.975PS

Change in daily sale amount = 0.975PS - PS = -0.025PS

Percentage change = (Change / Initial) × 100

Percentage change = (-0.025PS / PS) × 100

Percentage change = -0.025 × 100

Percentage change = -2.5%

∴ The net effect on the daily sale is a decrease of 2.5%.

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Formula used:

Net change = a + b + (ab / 100)

Where a is the percentage change in price and b is the percentage change in sale.

Calculation:

Using the formula:

a = -25 (reduction in price)

b = 30 (increase in sale)

Net change = -25 + 30 + ((-25 × 30) / 100)

Net change = 5 + (-750 / 100)

Net change = 5 - 7.5

Net change = -2.5%

∴ The net effect on the daily sale is a decrease of 2.5%.

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