Question

find S.P. when C.P. = Rs 2625, Gain= 16 2/3%​

Answer 1

Given:

Cost Price = Rs 2625

Gain = 16 2/3%

To FInd:

The selling price

Solution

Find the gain:

Gain = 16 2/3% of Rs 2625

Gain = (16 2/3 ÷ 100) x 2625

Gain = Rs 437.50

Find the selling price

Selling Price = Cost Price + Gain

Selling Price = 2635 + 437.50

Selling Price = Rs 3062.50

Answer: The selling price is Rs 3062.50

Answer 2

✬ Selling Price = Rs 3062.5 ✬

Step-by-step explanation:

Given:

• Cost price is Rs 2625.
• Gain % is 16 2/3% = 50/3%.

To Find:

• What is the selling price?

Solution: As we know that

★ Gain% = (Gain/C.P x 100)

$\implies{\rm }$ 50/3 = Gain/2625 $\times$ 100

$\implies{\rm }$ 50/3 = 100g/2625

$\implies{\rm }$ 50/3 $\times$ 2625 = 100g

$\implies{\rm }$ 50 $\times$ 875 = 100g

$\implies{\rm }$ 43750 = 100g

$\implies{\rm }$ 43750/100 = g

$\implies{\rm }$ 437.5 = Gain

To find the Selling Price the formula is:-

★ Selling Price = Cost Price + Gain ★

$\implies{\rm }$ S.P = Rs ( 2625 + 437.5 )

$\implies{\rm }$ S.P = Rs 3062.5

Hence, The selling price is Rs 3062.5

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★ Other Formulae ★

➪ Loss % = ( Loss/C.P $\times$ 100 ) %

➪ Gain = S.P – C.P