$The marked price of a T.V. is Rs.18500.A dealer allows two successive discounts of 20 % a n d 5 % . For how much is the TV available?$

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Solution

$Marked price of TV=Rs.18500 Series of two successive discounts = 20 % a n d 5 % ∴ S . P = \frac{M . P (100 - F i r s t d i s c o u n t)}{100} \times \frac{(100 - S e c o n d d i s c o u n t)}{100} = \frac{18500 (10 - 20) \times (100 - 5)}{100 \times 100} = \frac{18500 \times 80 \times 95}{100 \times 100} = R s .14060 A n s .$

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The marked price of a T.V. is Rs.18500.A dealer allows two successive discounts of20% and 5%.For how much is the TV available?

Marked price of TV=Rs.18500 Series of two successive discounts =20% and 5%∴S.P=M.P(100−First discount)100×(100−Second discount)100=18500(10−20)×(100−5)100×100=18500×80×95100×100=Rs.14060 Ans.

$The marked price of a T.V. is Rs.18500.A dealer allows two successive discounts of 20 % a n d 5 % . For how much is the TV available?$