Answer and explanation:
a.
the table below shows the impact of dropping beta product
Loss of Contribution Margin if Beta is Dropped (75,000*64) -$4,800,000
Traceable Fixed Manufacturing Overhead (123,000*33) $4,059,000
Incremental Contribution Margin from Additional Alpha Sales (15,000*72)
$1,080,000
Increase in Net Operating Income if Beta is Dropped $339,000
Notes:
Contribution Margin Per Unit (Beta) = 150 (Selling Price) - 15 (Direct Material) - 28 (Direct Labor) - 20 (Variable Manufacturing Overhead) - 23 (Variable Selling Expenses) = $64 per unit
Contribution Margin Per Unit (Alpha) = 195 (Selling Price) - 40 (Direct Material) - 34 (Direct Labor) - 22 (Variable Manufacturing Overhead) - 27 (Variable Selling Expenses) = $72 per unit
check the attached files for additional details
where 9=b, 10=c, etc
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I think the answer is either a or c
Flow to Equity (FTE) is the approach to capital budgeting that discounts the after-tax cash flow from a project going to the equity holders of a levered firm.
An alternative capital budgeting strategy is the flow to equity (FTE) or free cash flow approach. The FTE approach merely requires that equity capital be discounted at the cost of the cash flows from the project to the equity holders of the leveraged firm. The amount of cash that a company's equity shareholders have access to after all costs, reinvestment, and debt repayment is taken into account is known as flow to equity. Free Cash Flow to Equity (FCFE) is calculated as Net Income - (Capital Expenditures - Depreciation) - (Change in Non-cash Working Capital) - (Change in Non-cash Equity) + (New Debt Issued - Debt Repayments) This is the cash flow that can be used to repurchase stock or pay dividends.
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Answer:
Number of units that must be sold to earn the target profit is 3000 units.
The contribution margin ratio is 0.70
Explanation:
We will use the break even analysis modified for target profit to calculate the number of units needed to earn the desired
The break even point in units is calculated by dividing the fixed cost by the contribution margin per unit. To calculate the number of units required to earn the desired profit, we add the desired profit to fixed cost and divide it by the contribution margin per unit.
Contribution margin per unit = 250 - 75 = $175
Number of units required to earn target profit = (325000 + 200000) / 175
Number of units required to earn target profit = 3000 units
The contribution margin ratio is = 175 / 250 = 0.7 or 70%
Dollar Sales required to earn target profit = $4,812,500
