A man sells two articles. The cost price of the first article is equal to the selling price of the second article. The first article is sold at a profit of 20% and the second article is sold at a loss of 20%. What is the ratio of the selling price of the first article and the cost price of the second article? a. 27:29 b. 25:24 c. 29:27 d. 24:25

The ratio of the cost prices of article 'A' and article 'B' is 7:5, respectivelywhile the ratio of their selling prices is 7:3, respectively. The difference betweentheir selling prices is Rs. 2000. If article 'B' is sold at 25% loss, then find theprofit/loss percentage of article 'A'.A - 20%B- 25%C- 15%D- 10%E - 40%

The marked price and the cost price of an article are in the ratio 3 : 2. The discount percentage offered before selling it and the profit/loss percentage made on it are in the ratio 2 : 3. Find the profit/loss percentage.

The ratio between marked price of article A to article B is 4 : 5 respectively. Shopkeeper allowed d% discount on article ‘A’ and (d + 18) % discount on article ‘B’, so selling price of both articles become equal. If shopkeeper made a profit of 20% on article A and 25% on article B and profit made on article B is Rs. 384 more than that of article A, then find the cost price of article ‘A’ and article ‘B’ respectively?

The percentage profit earned by selling an article for Rs. 1920 is equal to the percentage loss incurred by selling the same article for Rs. 1280. At what price should the article be sold to make 20% profit?

A trader fixes the selling price of an article 20% abovecost price, but he sold that article at a loss of 10% on the fixed price. Find thepercentage of profit/loss.4% loss8% profit10% loss10% profit