Question

5. The cost price of a necklace is 4600. Find the difference between the selling prices of the
necklace at a profit of 5% and at a loss of 5%.​

Answer 1

Given:

Cost price of the necklace = 4600

To Find:

difference between the selling price of the necklace at a profit of 5% and loss of 5%

Solution:

Cost price = 4600

1) Selling price when profit is 5% = 4600 + 5% of 4600

$\implies \tt\: 4600 + 5 \times \frac{4600}{100}$

$\implies \tt\: 4600 + 230$

$\implies\tt\purple{ \: rs \: 4830}$

2) Selling price when loss is 5% = 4600 - 5% of 4600

$\implies\tt \: 4600 - 5 \times \frac{4600}{100}$

$\implies\tt \: 4600 - 230$

$\implies\tt\purple {\: rs \: 4370}$

Required Difference:

$⟹$ 4830 - 4370

$⟹$$\tt\orange{ 460 rs}$

Hence,

difference between the selling price of the necklace at the profit of 5% and loss of 5% is $\tt\underline\red{460\:rs}$

Answer 2

Answer:

cost price= RS 4600

selling price when profit is 5% = 4600+5% of 4600

4600+5×4600/100

4609+230

RS 4830

selling price when loss is 5℅ = 4600-5℅ of 4600

4600-5×4600/100

4600-230

RS 4370

Step-by-step explanation:

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