(C) Let the marked price be $M.P$.Given that the discount allowed is $20 \%$.The selling price $(S.P)$ is calculated as $S.P = M.P \times (100 \% - \t

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(C) Let the marked price be $M.P$.Given that the discount allowed is $20 \%$.The selling price $(S.P)$ is calculated as $S.P = M.P \times (100 \% - \text{Discount} \%)$.$S.P = M.P \times (100 \% - 20 \%) = M.P \times 80 \%$.Given $S.P = Rs. 740$.So,$740 = M.P \times 0.80$.$M.P = \frac{740}{0.80} = \frac{74000}{80} = Rs. 925$.Therefore,the marked price of the article is $Rs. 925$.

Competitive Quantitative Aptitude Discount (True and Banker’s)Discount (True and Banker’s)

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$A$ shopkeeper allows a $20 \%$ discount on the marked price of his articles. Find the marked price of an article for which he charges $Rs. 740$. (in $Rs.$)

A
$725$
B
$875$
C
$925$
D
$1040$

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Discount (True and Banker’s)

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Discount (True and Banker’s)

If the simple interest on $Rs. 2000$ at $5\%$ $p.a.$ is equal to the true discount on $Rs. 2500$ for the same time and at the same rate,the time is (in $years$)

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The $B.G.$ (Banker's Gain) on a sum due $3 \text{ years}$ at $10 \%$ per annum is $Rs. 180$. The $B.D.$ (Banker's Discount) is (in $Rs.$):

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At what percent above the cost price must a person mark the price of an article so that he can enjoy $20 \%$ profit after allowing $20 \%$ discount?

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The true discount on a bill of $Rs. 5450$ due in $9$ months is $Rs. 450$. Find the rate of interest (in $\%$).

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Ramesh marks his article at $Rs. 6000$ and after allowing a discount of $20 \%$, he still earns $60 \%$ profit. What is the cost price (in $Rs.$) of the article?

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$A$ shopkeeper allows a $20 \%$ discount on the marked price of his articles. Find the marked price of an article for which he charges $Rs. 740$. (in $Rs.$)

Similar Questions

If the simple interest on $Rs. 2000$ at $5\%$ $p.a.$ is equal to the true discount on $Rs. 2500$ for the same time and at the same rate,the time is (in $years$)

The $B.G.$ (Banker's Gain) on a sum due $3 \text{ years}$ at $10 \%$ per annum is $Rs. 180$. The $B.D.$ (Banker's Discount) is (in $Rs.$):

At what percent above the cost price must a person mark the price of an article so that he can enjoy $20 \%$ profit after allowing $20 \%$ discount?

The true discount on a bill of $Rs. 5450$ due in $9$ months is $Rs. 450$. Find the rate of interest (in $\%$).

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