Question
A factory produces 1200 units of product X in a day. The
production rate of product Y is 25% more than that of product X. In the next 5 days, the factory produces product Y at a rate 15% higher than the current rate of production of product X. How many units of product Y will be produced in total over the next 5 days?Solution
Production rate of product X = 1200 units per day. Production rate of product Y = 1200 * (1 + 0.25) = 1500 units per day. For the next 5 days, the production rate of product Y is increased by 15%. New production rate = 1500 * (1 + 0.15) = 1500 * 1.15 = 1725 units per day. Total units of product Y produced in the next 5 days = 1725 * 5 = 8625 units. Therefore, the total units of product Y will be 8625 units. Answer: d) 8625
49.96% of 861.34 + 2250% of 55.12 = ?
(3/8) × 479.84 + (2/5) × 449.67 = ? × 12.25Â
(749.98% of 639.897) ÷ 23.97 = ?2 - 279.98% of 19.99
17.22 × 10.99 + 146.15 = ?
(22.9)3 + (30.021)² - (19.11)3 - (44.98)² = ?
(100.01% of 44.89) ÷ 14.98 = √? - √48.98
24.98% of 1682 × (18.2659 ÷ 9.04965)(–4) = ?Â
What is the smallest integer that should be subtracted from 653 to make it divisible by both 23 and 27?
The ratio of cost price and selling price of a shirt is 6:7 respectively. The shirt was marked up by 25% above its cost price, and sold after giving Rs....
245.67 + 20.05² + ?³ = √961.89 * 34.02
