Question

Find the selling price of CP is equal to 950 and profit is equal to 12%

Answer 1

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Given that,

$cost \: price \: = \: ₹950$

$profit \: \% = 12\%$

Consider the formula of selling price, SP

$sp = cp + cp \times \dfrac{12}{100}$

$sp = 950 + (950 \times \dfrac{12}{100})$

$sp = 950 + 114$

$sp = ₹1064$

$\therefore SP = ₹1064$

Hope it helps you friend...

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Answer 2

$\huge{\underline{\mathtt{\red{A}\pink{N} \green{S}\blue{W} \purple{E}\orange{R}}}}$

Given that,

$\sf cost \: price \: = \: ₹950$

$\sf profit \: \% = 12\%$

Consider the formula of selling price, SP

$\bf sp = cp + cp \times \dfrac{12}{100}$

$\bf sp = 950 + ( \cancel{950} \times \cancel \dfrac{12}{100})$

$\bf sp = 950 + 114$

$\bf sp = ₹1064$

$\therefore SP = ₹1064$

Hope it helps you friend...

》》♡Sn❍ѡɱɑȵ☃️