Question

Find the selling price of a table whose cost price is Rs 3300 and sold at a gain
of 10%.

Answer 1

$Given \: Cost \: price \: of \: a \: table (c.p)$

$= Rs \: 3300$

$Gain (g) = 10\%$

$Selling \: price (s.p) = c.p \Big( \frac{100+g}{100} \Big)$

$= 3300\Big( \frac{100+10}{100}\Big)$

$= 33 \times 110$

$= Rs \:3630$

Therefore.,

$\red{Selling \: price (s.p)}\green { = Rs \:3630}$

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Answer 2

${\tt{\purple{\underline{\underline{\huge{Answer:}}}}}}$

$\large{Given } \\ \sf \: Cost \: price \:of \: a \: table (c.p)$

$\sf\dashrightarrow Rs \: 3300$

$\therefore Gain (g) = 10\%$

$Selling \: price (s.p) = c.p \Big( \frac{100+g}{100} \Big)$

$\sf\implies 3300\Big( \frac{100+10}{100}\Big)$

$\sf\implies 33 \times 110$

$\sf\implies Rs \:3630$

$Selling \: price (s.p)= Rs \:3630$

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