The ratio of the cost price of an article to its selling price is 5:6. The marked price of the same item is Rs. 3,000 whereas the sum of the discount offered, and profit earned is Rs. 1,200. Find the selling price (in Rs.) of the article.
ATQ, Let the cost price and selling price of the article be Rs. '5x' and Rs. '6x', respectively. According to the question, 3000−6x+(6x−5x) = 1200 Simplifying, 3000−6x+x = 1200 3000−5x = 1200 5x = 3000−1200 5x = 1800 x = 1800/5 = 360 Therefore, the selling price of the article is: 6x = 6×360 = 2160
136.02 + 80.004 - 9.892 + {(30.02)2 /(15.02 × 1.98)} of 18.22% = ?
? + 96.18 – 15.02 = 118.98 + 31.09
2380.03 ÷ 84.98 x 39.9 = ? + 15.32
?% of (128.31 ÷ 15.97 × 75.011) = 419.98
A certain sum of money invested at R% p.a. fetches a compound interest (compounded annually) of 1620 and simple interest of Rs.1500 at the end of 2 year...
Solve the following expression and calculate the approximate value.
802 of
? = 782.24 + 1276.97 – 4.992
960.11 ÷ 23.98 × 5.14 – 177.9 = √?
?% of (136.31 ÷ 16.97 × 75.011) = 179.98
? + 163.99 – 108.01 = 25.01 × 6.98
