Question
Present average of age of A and B is (12x-8) years.
Present average age of A, B and C is (8x+3) years. If present age of B is 20% less than the present age of C and 25% more than the present age of A, then find the present age of A.Solution
Sum of the present age of A and B = 2 × (12x – 8) = 24x – 16 years Sum of the present age of A, B and C = 3 × (8x + 3) = 24x + 9 years So, the present age of C = 24x + 9 – 24x + 16 = 25 years Present age of B = 25 × (80/100) = 20 years Present age of A = (20/125) × 100 = 16 years
The cost price of article A is 30% more than that of article B. The selling price of article B is 90% of the selling price of article A. If the profit e...
A shopkeeper marked an article Rs. 200 above the cost price and sold it after giving two successive discounts of 12% and 18% respectively, and faces a l...
A Man sold 2 articles for βΉ4,000 each, gained 10% on one and lost 20% on the other. What is the total gain or loss rounded to the nearest integer?
- If the average cost price of 12 identical tables decreases by Rs. 6 after replacing one table with a new table that costs Rs. 120, what was the original co...
If an article is marked 60% above the cost price. If discount of x% is given on the marked price of the article then final profit of 12% is obtained. No...
Ratio of the cost price of article βAβ to βBβ is 5:6, respectively. Article βAβ is marked up by 30% above its cost price and then sold at a ...
The cost price of item βPβ is Rs. 30 more than that of item βQβ. Items βQβ and βPβ are sold at a profit of 25% and a loss of 20%, respec...
A microwave oven was sold for Rs. 15,750 at a profit of 25%. If the microwave oven was instead sold at a loss of 9%, what would have been its selling pr...
An article was marked 80% above the cost price and sold after a discount of Rs. 780. If the selling price of the article is Rs. 1380 then find the cost ...
A shopkeeper buys an item for βΉ400. He marks it at βΉ500 and gives a discount of 10%. Find the profit %.