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342 Chapter 7 Cost-Volume-Profit Analysis All applicable Exercises are available with McGraw-Hills Connect Accounting C C CL
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Answer #1

Solution to Exercise 7-23 is given below:

Figures in BOLD and ITALICS are the missing figures

Cases Sales Revenue ($) Variable Expenses ($) Total Contribution Margin ($) Fixed Expenses($) Operating Income ($) Break-Even Sales Revenue ($) Contribution Margin Ratio
1 160000 40000 120000 30000 90000 40000 75.00
2 80000 65000 15000 15000 0 80000 18.75
3 120000 40000 80000 30000 50000 45000 66.67
4 110000 22000 88000 50000 38000 62500 80.00

Solution to Exercise 7-24 is as given below:

Particulars Amount ($)
Sales Revenue 10 per Pizza
Variable Cost 6 per Pizza
Total Contribution (Sales-Variable Cost) 4 per pizza
Annual Fixed Expenses 40000

1) Computation of Company's Break Even Point (in Units)

Break Even Point (in units)= Fixed Cost / (Sales per unit-Variable Cost per unit)

=40000/(10-6)

=10000 Pizzas

2) Contribution Margin Ratio

The contribution margin ratio is the difference between a company's sales and variable expenses, expressed as a percentage. The total margin generated by an entity represents the total earnings available to pay for fixed expenses and generate a profit. When used on an individual unit sale, the ratio expresses the proportion of profit generated on that specific sale.

To calculate the contribution margin ratio, divide the contribution margin by sales. The contribution margin is calculated by subtracting all variable expenses from sales. The formula is:

(Sales - Variable expenses) ÷ Sales = Contribution margin ratio

3) Computation of Break Even Sales Revenue using Contribution Margin Ratio

Contribution Margin Ratio = (Sales-Variable Expenses) / Sales multiply by 100

=(4/10)X 100

=40%

Break Even Sales Revenue= Fixed Expenses/ Contribution Sales Percentage

=40000/40%

=$100000

4) Computation of Units Sold to earn an Operating Income of $ 80000

Assume x units of Pizzas are sold

Operating Income = Total Contribution Margin - Fixed Expenses

It is given that, 80000 = 4x-40000 (Solving the given equation)

Therefore, x= 30000

Hence, 30000 pizzas must be sold to earn an Operating Income of $80000.

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