Case 1
Particulars | Amount |
Sales | |
Variable cost | (140000 ) |
Contribution | 210000 |
Fixed cost | (60000) |
Net Income | 150000 |
Calculation of sales
Sales - Variable cost = Contribution
Sales - 140000 = 210000
Sales = 210000 + 140000
Sales = 350000
Contribution Margin = Contribution / Sales
Contribution Margin = 210000 / 350000
Contribution Margin = 60%
Break even sales = Fixed cost / Contribution Margin
Break even sales = 60000 / 0.60
Break even sales = 100000
Case 2
Particulars | Amount |
Sales | 95000 |
Variable cost | (19000 ) |
Contribution | |
Fixed cost | |
Net Income | 41000 |
Calculation of Contribution
Sales - Variable cost = Contribution
95000 - 19000 =76000
Calculation of Fixed Cost
Contribution - fixed cost = Net Income
76000 -fixed cost = 41000
76000 -41000 =fixed cost
35000 = fixed cost
Contribution Margin = Contribution / Sales
Contribution Margin = 76000 / 95000
Contribution Margin = 80%
Break even sales = Fixed cost / Contribution Margin
Break even sales = 35000 / 0.80
Break even sales = 43750
Case 3
Particulars | Amount |
Sales | |
Variable cost | (80000 ) |
Contribution | |
Fixed cost | (60000) |
Net Income |
Break even sales = Fixed cost / Contribution Margin
80000 = 60000 / Contribution Margin
80000 x Contribution Margin = 60000
Contribution Margin = 60000 / 80000
Contribution Margin =75%
so variable cost = 25 % ( 100 - 75)
Calculation of sales
Sales x variable % = Variable cost
Sales x 0.25 = 80000
Sales =80000 / 0.25
Sales =32000
Sales - variable cost = contribution
320000 - 80000 = contribution
240000= contribution
Contribution - fixed cost = net income
240000 - 60000 =net income
180000= net income
Case 4
Particulars | Amount |
Sales | 160000 |
Variable cost | |
Contribution | 30000 |
Fixed cost | |
Net Income |
Contribution Margin = 30000 / 160000
Contribution Margin =18.75%
Break even sales = Fixed cost / Contribution Margin
160000 = Fixed cost/ 0.1875
160000 x 0.1875 = Fixed cost
30000 = Fixed cost
Sales - variable = Contribution
160000 -variable = 30000
160000 - 30000 = Contribution
130000 = Contribution
Contribution - fixed cost = net income
30000 - 30000 =net income
0= net income
Break-Even and Contribution Margin Calculations Case 1 Case 2 ! Case 3 Case 4 $ 160,000...
Case 1 Case 2 Case 3 Case 4 Determine missing amounts: Sales Revenue * $ 95,000 * $ 160,000 Variable Expenses $ 140,000 $ 19,000 $ 80,000 * Total Contribution Margin $ 210,000 * * $ 30,000 Fixed Expenses $ 60,000 * $ 60,000 * Net Income $ 150,000 $ 41,000 * * Break-Even Sales Revenue * * $ 80,000 $ 160,000 * Amount missing in problem
The contribution margin $25 per unit and contribution margin at break-even point is $200,000. To obtain a target net operating income of $60,000, sales in units would have to be? When the contribution margin ratio is 25% and contribution margin at break-even point is $200,000. What is total sales revenue at a target net operating income of $60,000?
P18-2A Prepare a CVP income statement, compute break-even point, contribution margin ratio, margin of safety ratio and sales for target net income Jorge Company bottles and distributes B-Lite, a diet soft drink. The beverage is sold for 50 cents per 16-ounce bottle to retailers, who charge customers 75 cents per bottle. For the year 2017, management estimates the following revenues and costs. Sales $1,800,000 Selling expenses - variable Direct materials 430,000 Selling expenses - fixed Direct labor 360,000 Administrative...
Calculate:
1)Contribution margin (CM)ratio and variable expense ratio.
2)Break-even point (BEP) in UNIT SALES and RM ( ) using equation
method.
3)If sales increase by RM60,000 for the next month and there is no
change in the cost behavior patterns, how much will the company’s
net operating increase by using the Contribution Margin
(RM)Ratio.
4)Based on the original data, if the company wants to earns a
minimum profit of RM300,000, HOW many units will have to be sold to
meet...
Contribution Margin Ratio, Variable Cost Ratio, Break-Even Sales Revenue The controller of Ashton Company prepared the following projected income statement: Sales $88,000 Total Variable cost 61,600 Contribution margin $26,400 Total Fixed cost 12,300 Operating income $14,100 Required: 1. Calculate the contribution margin ratio. % 2. Calculate the variable cost ratio. % 3. Calculate the break-even sales revenue for Ashton. $
1. Determine the break-even point. 2 Compute the margin of safety and explain its significance. 3. Compute the degree of operating leverage at a particular level of sales and explain how it can be used to predict changes in net operating income 5.3 CVP Analysis - Excel Given the following information complete a Cve analysis 2 for JPL, Inc.: 4 Unit sales 5 Selling price per unit 6 Variable expenses per unit 7 Fixed expenses 11,200 units S75 per unit...
Contribution Margin Ratio, Variable Cost Ratio, Break-Even Sales Revenue The controller of Ashton Company prepared the following projected income statement: Sales $88,000 Total Variable cost 66,000 $22,000 Contribution margin Total Fixed cost 10,500 Operating income $11,500 Required: 1. Calculate the contribution margin ratio. 2. Calculate the variable cost ratio. 3. Calculate the break-even sales revenue for Ashton. 4. How could Ashton increase projected operating income without increasing the total sales revenue
Problem 3-17A (Algo) Determining the break-even point and preparing a contribution margin income statement LO 3-1 Ritchie Manufacturing Company makes a product that it sells for $130 per unit. The company incurs variable manufacturing costs of $66 per unit. Variable selling expenses are $12 per unit, annual fixed manufacturing costs are $450,000, and fixed selling and administrative costs are $226,000 per year. Required Determine the break-even point in units and dollars using each of the following approaches: a. Use the...
Contribution Margin, Break-Even Units, Break-Even Sales, Margin of Safety, Degree of Operating Leverage Aldovar Company produces a variety of chemicals. One division makes reagents for laboratories. The division's projected income statement for the coming year is: Sales (203,000 units @ $70) $14,210,000 Total variable cost 8,120,000 Contribution margin $6,090,000 Total fixed cost 4,945,500 Operating income $1,144,500 Required: 1. Compute the contribution margin per unit, and calculate the break-even point in units. Calculate the contribution margin ratio and use it to...
Contribution Margin, Break-Even Units, Break-Even Sales, Margin of Safety, Degree of Operating Leverage Aldovar Company produces a variety of chemicals. One division makes reagents for laboratories. The division's projected income statement for the coming year is: Sales (203,000 units @ $70) $14,210,000 Total variable cost 8,120,000 Contribution margin $6,090,000 Total fixed cost 4,945,500 Operating income $1,144,500 Required: 1. Compute the contribution margin per unit, and calculate the break-even point in units. Calculate the contribution margin ratio and use it to...