● Use the algebraic approach. If the Income Statement is: ● 2. Sales (P50 x 10,000 units) Less: Variable Costs (P20 x 10,000 units) Fixed Costs Compute for the following: 3 points each Contribution Margin Ratio ● Break-Even Point in Sales Break-Even Point in Units Net Income P200,000 150.000 Sino an P500,000 350.000 P150.000

EBK CONTEMPORARY FINANCIAL MANAGEMENT
14th Edition
ISBN:9781337514835
Author:MOYER
Publisher:MOYER
Chapter14: Capital Structure Management In Practice
Section14.A: Breakeven Analysis
Problem 7P
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NOTE: strictly use algebraic approach. Formulas are given in the photo attached thank you
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2. Use the algebraic approach. If the Income Statement is:
Sales (P50 x 10,000 units)
Less:
Variable Costs (P20 x 10,000 units)
Fixed Costs
Net Income
Compute for the following: 3 points each
Contribution Margin Ratio
Break-Even Point in Sales
Break-Even Point in Units
P200,000
150.000
P500,000
350.000
P150.000
Transcribed Image Text:● ● 2. Use the algebraic approach. If the Income Statement is: Sales (P50 x 10,000 units) Less: Variable Costs (P20 x 10,000 units) Fixed Costs Net Income Compute for the following: 3 points each Contribution Margin Ratio Break-Even Point in Sales Break-Even Point in Units P200,000 150.000 P500,000 350.000 P150.000
ALGEBRAIC APPROACH
TR = TC Px = F +Vx
SINGLE-PRODUCT CASE:
BEPX = Total Fixed Costs/(Price - Variable Cost)
BEPS = Total Fixed Costs
(1 - (Variable Cost / Price))
ALGEBRAIC APPROACH
MULTI-PRODUCT CASE:
BEPS =
Where:
F
Vi
Σ[(1– VI)x (Wi)]
V = Variable cost per unit
P= Price per unit
F = Fixed costs
W = Total weighted contribution margin
i = each product
Transcribed Image Text:ALGEBRAIC APPROACH TR = TC Px = F +Vx SINGLE-PRODUCT CASE: BEPX = Total Fixed Costs/(Price - Variable Cost) BEPS = Total Fixed Costs (1 - (Variable Cost / Price)) ALGEBRAIC APPROACH MULTI-PRODUCT CASE: BEPS = Where: F Vi Σ[(1– VI)x (Wi)] V = Variable cost per unit P= Price per unit F = Fixed costs W = Total weighted contribution margin i = each product
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