ACSEE (Form 6) Linear Programming — practice questions
6 free MCQs with worked solutions. Tap any question for the answer + explanation, or practice them all in the app.
Practice ACSEE (Form 6) Linear Programming in the app →A firm makes $x$ rings and $y$ chains, at most 24 items a day. A ring takes 1 hour, a chain 30 minutes, with 1Profit is Shs. 3000 on a ring and Shs. 1900 on a chain. With $x$ rings and $y$ chains, the objective function Mine A gives 1, 3 and 5 tons of high, medium and low grade ore daily; mine B gives 2 tons of each. Needing 80,A gardener needs at least 10, 12 and 12 units of chemicals A, B and C. Jars cost 3,000 and cartons 2,000. The A gardener needs AT LEAST 10 units of chemical A. A jar gives 5 units and a carton 1 unit. The constraint is:Two depots hold 180 and 250 tons; two customers order 200 and 150 tons. After the cheapest delivery plan, the