Advertisements
Advertisements
प्रश्न
A trader allows a discount of 15% on the marked price of the goods in his shop. However, he still makes a gross profit of 36% on the cost price. Find the profit percent, he would have made, had he sold the goods at the market price.
Advertisements
उत्तर
Let the cost price of the goods = Rs.100
Profit
= 36% of Rs.100
= Rs.36
∴ S.P.
= C.P. + Profit
= Rs. (100 + 36)
= Rs.136
Discount = 15%
`"S.P."/"M.P." = 1 - "D"/(100)`
⇒ `(136)/"M.P." = 1 - (15)/(100)`
⇒ `(136)/"M.P." = (85)/(100)`
⇒ M.P. = `(100 xx 136)/(85)`
= Rs.160
Profit
= M.P. - C.P.
= Rs.(160 - 100)
= Rs.60
Profit % = 60%
He would have made a profit of 60% by selling at the market price.
संबंधित प्रश्न
Find the M.P. if S.P. = Rs 1222 and Discount = 6%.
If selling price = ₹ 900. Discount is 20%, then find the marked price.
A computer was available for Rs 27,216, which included two successive discounts of 20% and 10% on the basic price and a sales tax of 8% on the remaining price. Find the basic price of the computer.
A shopkeeper sells his goods at 80% of their cost price. Find the percent gain or losses?
Find a single discount (as a percent) equivalent to following successive discounts:
10%, 20% and 20%
Find the M.P. in the following:
S.P. = Rs. 1245, Discount = 17%
A dealer is selling an article marked Rs. 8000 at a discount of 15%. Find the selling price of the article and the cost price if the marked price is 25% above the cost price.
Find the M.P. in the following :
S.P. = Rs.1892, Discount = 14%
A dealer is selling an article marked Rs.2000 at a discount of 20%. Find the selling price and the cost price of if he makes a profit of 25%.
Discount = ______ – ______.
