Question

$\huge\color {purple}\underline{{}{QUESTION}}$
Mohan bought a radio for ₹780 and sold it for 15% profit. Find the selling price of the radio.

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Answer 1

⇝ Given :-

• Mohan bought a radio for ₹780.

• He sold it for 15% profit.

⇝ To Find :-

• Selling Price of Radio.

⇝ Solution :-

We Have,

• Cost Price = C.P. = ₹780

• Profit % = 15 %

❒ We Know that Formula for Selling Price is :

$\bf \red\bigstar \: \: \orange{ \underbrace{ \underline{  SP= \bigg( \frac{100 + profit\%}{100} \bigg) \pmb\times CP}}}$

✧ Putting Given Values In above Formula :

$:\longmapsto \rm SP = \bigg( \frac{100 + 15}{100} \bigg) \times 780$

$:\longmapsto \rm SP = \frac{115}{100} \times 780$

$:\longmapsto \rm SP = \cancel \frac{89700}{100}$

$\purple{ \large :\longmapsto  \underline {\boxed{{\bf SP = ₹897} }}}$

Therefore,

$\large\underline{\pink{\underline{\frak{\pmb{\text Selling \: Price \: of \: Radio = \bf₹897}}}}}$

Answer 2

⇝Given :-

• Cost price = Rs.780
• Profit % = 15%

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⇝To Find :-

• Selling Price = ?

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⇝Solution :-

❒Formula of selling price :

${\red{\bigstar{\orange{\underbrace{\underline{\mathfrak{Selling \: Price = \frac{100 + profit \: percnt}{100} \times c.p }}}}}}}$

❒Solving Starts:

${\leadsto{\sf{ (\frac{100 + 15}{100}) \times 780 }}}$

${\leadsto{\sf{ (\frac{115}{100}) \times 780 }}}$

${\leadsto{\sf{{\cancel \frac{89700}{100} }}}}$

${\large{\blue{:{\longmapsto{\pink{\underline{\boxed{\pmb{\mathfrak{Selling \: Price =Rs.897 }}}}}}}}}}$

❒So,

Selling Price of Radio is Rs.897.

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