Advertisements
Advertisements
प्रश्न
A dealer marks his goods 45% above the cost price and then allows 20% discount on it. What is the cost price of an article on which he gains Rs.960?
Advertisements
उत्तर
Let the C.P. of the goods = Rs.100
∴ M.P.
= Rs.100 + 45% of Rs.100
= Rs.100 + Rs.45
= Rs.145
Discount
= 20% of Rs.145
= `(20)/(100) xx 145`
= Rs.29
∴ S.P.
= M.P. - Discount
= Rs. (145 - 29)
= Rs.116
Gain
= S.P. - C.P.
= Rs. (116 - 100)
= Rs.116
Gain
= S.P. - C.P.
= Rs.(116 - 100)
= Rs.16
When gain is Rs.16, C.P. = Rs.100
When gain is Rs.960, C.P.
= `(100 xx 960)/(16)`
= Rs.6000.
APPEARS IN
संबंधित प्रश्न
Find the M.P. if S.P. = Rs 1222 and Discount = 6%.
If marked price = ₹ 1700, selling price = ₹ 1540 then find the discount.
A shopkeeper gives 11% discount on a television set, hence the cost price of it is Rs. 22,250. Then find the marked price of the television set.
Mr Sharma purchased a motorcycle for Rs 22,982.40 which included two successive discounts of 20% and 5% respectively on the basic price and then 8% sales tax on the remaining price. Find the basic price of the motorcycle.
Find the single discount (as a percent) equivalent to successive discounts of:
60% and 80%
Find the S.P. in the following:
M.P. =Rs. 850, Discount = 16%
Find the S.P. in the following:
M.P. =Rs. 5500, Discount = 30%
Find the M.P. in the following:
S.P. = Rs. 1245, Discount = 17%
An article costs Rs. 2000 to a manufacturer who lists its price at Rs. 2500. He sells it to a trader at a discount of 5%. The trader gets a further discount of 5% for cash payment. Find the amount that the trader pays to the manufacturer and the profit percent that the manufacturer makes on the sale.
A dealer marks his goods 25% above the cost price and then allows 10% discount on it. What is the cost price of an article on which he gains Rs.575?
