The marked price of $T V$ of $R s .18500$ . A dealer allows two successive discounts of $20$ % and $5$ %. For how much is the $T V$ available?

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Solution

Given that,
$M . P = R s .18500$
Discount $(1) = \frac{20}{100} \times 18500$
$= 3700$
$∴$ $S . P = R s .14800$
Discount $(2) = \frac{5}{100} \times 14800$
$= 740$
$∴ S . P_{2} = R s .14060$
Then,
Final selling price is $R s .14060$

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The marked price of TV of Rs.18500. A dealer allows two successive discounts of 20% and 5%. For how much is the TV available?

Given that,M.P=Rs.18500Discount (1)=20100×18500=3700∴ S.P=Rs.14800Discount (2)=5100×14800=740∴S.P2=Rs.14060 Then,Final selling price is Rs.14060

The marked price of $T V$ of $R s .18500$ . A dealer allows two successive discounts of $20$ % and $5$ %. For how much is the $T V$ available?

Given that,
$M . P = R s .18500$
Discount $(1) = \frac{20}{100} \times 18500$
$= 3700$
$∴$ $S . P = R s .14800$
Discount $(2) = \frac{5}{100} \times 14800$
$= 740$
$∴ S . P_{2} = R s .14060$
Then,
Final selling price is $R s .14060$