A fan in a shop is offered at a discount of 1 | vedclass

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Question

Let, the original marked price be $₹ x$

Equivalent discount $\%=\left(10+6-\frac{10 	imes 6}{100}ight) \%$

$=(16-0.6) \%=15.4 \%$

Selling

Vedclass · Accepted Answer

$1000$

Vedclass · Answer

Let, the original marked price be $₹ x$

Equivalent discount $\%=\left(10+6-\frac{10 	imes 6}{100}ight) \%$

$=(16-0.6) \%=15.4 \%$

Selling price $=x\left(\frac{100-15.4}{100}ight)=\frac{84.6 x}{100}=\frac{846}{1000}$

Now, according to the question, $\frac{846 x}{1000}=846$

$	herefore \quad x=\frac{846 	imes 1000}{846}=Rs. 1000$

A fan in a shop is offered at a discount of $10 \%$. It is sold during clearance sale at $6 \%$ discount over the already discounted price at $Rs.\,846.$ The original marked price of the fan is (in $Rs.$)

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