This business/management problem is solved step by step below, with detailed explanations to help you understand the method and arrive at the correct answer.

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Neither Proposal a) nor Proposal b) should be pursued, as both result in a lower net profit compared to the current forecast of GH¢150,000. Proposal a) yields GH¢136,000 and Proposal b) yields GH¢138,000.
To decide whether the proposals should be pursued, we will calculate the current net profit and then the net profit under each proposal.
Step 1: Calculate the current net profit.
Step 2: Evaluate Proposal a) - Advertising Campaign.
New sales volume =
New selling price =
New advertising cost (fixed) =
New Sales Revenue =
Current Variable Cost per unit =
New Total Variable Costs =
New Contribution =
New Total Fixed Costs = Original Fixed Costs + Advertising Cost =
Net Profit (Proposal a) = New Contribution - New Total Fixed Costs =
Step 3: Evaluate Proposal b) - Produce components internally.
Sales volume and selling price remain unchanged.
Material costs reduce by 20%.
Fixed costs increase by .
Sales Revenue = (unchanged)
Current Material Cost per unit =
New Material Cost per unit =
New Total Material Cost =
Labour Cost = (unchanged)
New Total Variable Costs =
New Contribution = Sales Revenue - New Total Variable Costs =
New Total Fixed Costs = Original Fixed Costs + Increase in Fixed Costs =
Net Profit (Proposal b) = New Contribution - New Total Fixed Costs =
Step 4: Decision and Justification.
Both proposals result in a lower net profit than the current forecast. Therefore, neither proposal should be pursued.
The final answer is
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To decide whether the proposals should be pursued, we will calculate the current net profit and then the net profit under each proposal.
This business/management problem is solved step by step below, with detailed explanations to help you understand the method and arrive at the correct answer.