Question

7. The cost price of a printer is 13400, which is 15% below the marked price. If the article is
sold at a discount of 10%, find (1) the marked price: (1) the selling price, (ii) the profit, and
(iv) the profit percentage
Wistf 159​

Answer 1

Answer:

( 1) Marked price: Rs 4000, (2) Selling price : Rs 3600

(3) Profit : Rs 200 , (4)Profit % : 5.88%

Step-by-step explanation:

Let marked price is Rs m . The cost price is c= Rs 3400 ,

which is 15% less than marked price m

By given condition x⋅100−15/100=3400or0.85x=3400

So x=3400/0.85=Rs4000∴ Marked price is Rs 4000

Selling price with 10% discount is s=m⋅100−10/100 or

s=4000⋅0.9= Rs 3600∴ Selling price is Rs3600

Profit = Selling price - cost price

Profit p=s−c=3600−3400= Rs 200

Profit is Rs 200

Profit % =p/c⋅100=200/3400⋅100≈5.88%(2dp)

Profit % is 5.88%

Answer 2

Answer:

5.88% is correct answer for you. because, my mind is 20,000 weight from normal humans.

Step-by-step explanation:

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