11. After allowing a discount of 12% on the market price of an article. It is sold for Rs 220 ks marked price is a 1000

Question

11. After allowing a discount of 12% on the market
price of an article. It is sold for Rs 220 ks
marked price is
a 1000
(c) 8000​

in progress 0
Ayla 4 weeks 2021-10-01T19:42:14+00:00 2 Answers 0 views 0

Answers ( )

    0
    2021-10-01T19:43:17+00:00

    Correct question :-

    After allowing a discount of 12% on the marked price if an article, it is sold for Rs. 220. Find its marked price.

    Explanation :-

    Given :

    Discount = 12%

    Selling Price = Rs 220

    To Find :

    Marked price = ?

    Solution :

    We can find marked price by two method.

    First method (by using formula),

    \sf{}\bf{Marked\ Price=\dfrac{Sold\ Price\times 100}{100-Discount\%}}

    \sf{}\implies \dfrac{220\times 100}{100-12}

    \sf{}\implies \dfrac{22000}{88}

    \sf{}\implies Rs.250

    Second method (by assuming marked price as “x”)

    Let the marked price be “x”

    After allowing a discount of 12% on the marked price of an article:

    \sf{}\implies \dfrac{12x}{100}

    \sf{}\implies \dfrac{6x}{50}

    \sf{}\implies \dfrac{3x}{25}

    We know SP = MP – Discount

    \sf{}\implies 220= x-\dfrac{3x}{25}

    \sf{}\implies 220= \dfrac{25x-3x}{25}

    \sf{}\implies 220= \dfrac{22x}{25}

    \sf{}\implies 5500= 22x

    \sf{}\implies \dfrac{5500}{22}= x

    \sf{}\therefore x=Rs.250

    Therefore,marked price is equal to Rs.250

    0
    2021-10-01T19:43:38+00:00

    Step-by-step explanation:

    Given:

    1. discount=12%
    2. S.P after giving discount=220.

    To find: Marked price=?

    Let x be marked price.

    12% of x = 12x/100.

    Marked price – discount=Selling Price.

    => x-12x/100=220

    => 100x-12x/100=220

    => 88x/100=220.

    => x=22000/88

    => x= 250.

    The Marked Price is 250.Rs

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