Same as in the three questions before: Board Ltd. produces 3 different skateboards, the details of which are as follows: Product code name P1 P2 P3 Selling price/unit €234 €280 €392 Labour hours/unit 1.5h 2h 3.5h Each labour hour has a cost of €16/h to the company. Material in kg/unit 5kg 5kg 7kg The cost for the material is €24/kg. Fixed cost allocated/unit €25 €25 €25 Monthly demand 200u. 400u. 200u. Since many workers have become sick, labour time is limited to 1,000 hours in the following month. Calculate the contribution per limiting factor for each of the three skateboards. The company has a high level of fixed costs and wants to maximise its total contribution/month. Which products should be produced in order to maximise its total contribution for the following month? Match the number of units that should be produced to maximise profit, with the product codes. P1 Choose.. + P2 Choose.. P3 Choose..
Same as in the three questions before: Board Ltd. produces 3 different skateboards, the details of which are as follows: Product code name P1 P2 P3 Selling price/unit €234 €280 €392 Labour hours/unit 1.5h 2h 3.5h Each labour hour has a cost of €16/h to the company. Material in kg/unit 5kg 5kg 7kg The cost for the material is €24/kg. Fixed cost allocated/unit €25 €25 €25 Monthly demand 200u. 400u. 200u. Since many workers have become sick, labour time is limited to 1,000 hours in the following month. Calculate the contribution per limiting factor for each of the three skateboards. The company has a high level of fixed costs and wants to maximise its total contribution/month. Which products should be produced in order to maximise its total contribution for the following month? Match the number of units that should be produced to maximise profit, with the product codes. P1 Choose.. + P2 Choose.. P3 Choose..
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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