The following information pertains to Tiller Co.:
Sales | $ | 770,000 |
Variable Costs | 154,000 | |
Fixed Costs | 37,600 | |
What is Tiller's break-even point in sales dollars? (CPA adapted)
Multiple Choice
$37,600.
$191,600.
$154,000.
$47,000.
The Break even point in Sales Dollars can be calculated by dividing a company's fixed expenses by the company's contribution margin ratio.
Solution:
The correct option is, 'D, $47,000 .
First, we calculate contribution margin ratio:
Contribution margin ratio = ($770,000 - $154,000) × 100 / $770,000
=80%
Break even point (sales dollars) :
Break even point ( sales dollars) = Fixed costs/ contribution margin ratio
=$37,600/0.80
=$47,000
The following information pertains to Tiller Co.: Sales $ 770,000 Variable Costs 154,000 Fixed Costs 37,600...
The following information pertains to Tiller Co.: Sales $ 710,000 Variable Costs 213,000 Fixed Costs 28,700 What is Tiller's break-even point in sales dollars? (CPA adapted) (Round intermediate calculation to 2 decimal places) Multiple Choice $241,700. $41,000. $213,000. $28,700.
The following pertains to Upton Co. for the year ending December 31, 2016: Budgeted Sales $ 1,050,000 Break-even Sales 710,000 Budgeted Contribution Margin 610,000 Cashflow Break-even 205,000 Upton's margin of safety is: (CPA adapted) A. $505,000. B. $845,000. C. $440,000. D. $340,000.
5. Henning Co. estimates that variable costs will be 70% of sales and fixed costs will total $2.160,000. The selling price of the product is $10, and 750.000 units will be sold. Using the mathematical equation, (a) Compute the break-even point in units and dollars. (6) Compute the margin of safety in dollars and as a ratio. (c) Compute net income.
1.) Both total revenues (TR) and total costs (TC) are likely to be affected by changes in the output. True or False 2.) Profit is the unit contribution margin multiplied by the number of units minus the fixed component of the total costs (TC). True or False 3.) The average selling price is $.60 per unit, the average variable cost is $.36 per unit, and the total fixed costs are $1,500. If operating profits of $900 are desired, what is...
A: 300,000 B: 400,000 C: 500,000 D: 800,000 The following pertains to Upton Co. for the year ending December 31, 2019 Budgeted Sales Break-even Sales Budgeted Contribution Margin Cashflow Break-even $1,000,000 700, eee 600,000 200,000 Upton's margin of safety is: (CPA adapted)
1. Cartersville Co. reports the following data: Sales $561,500 Variable costs (308,800) Contribution margin $252,700 Fixed costs (191,100) Operating income $61,600 Determine Cartersville Co.’s operating leverage. Round your answer to one decimal place. 2. The Ira Company has sales of $680,000, and the break-even point in sales dollars is $496,400. Determine the Ira company's margin of safety as a percent of current sales. %
Henning Co. estimates that variable costs will be 70% of sales and fixed costs will total $2,160,000. The selling price of the product is $10, and 750,000 units will be sold. Using the mathematical equation, Henning Co. estimates that variable costs will be 70% of sales and fixed costs will total $2,160,000. The selling price of the product is $10, and 750,000 units will be sold. Using the mathematical equation, find the Break-even point in units and dollar.
A product sells for $210 per unit, and its variable costs are 60% of sales. The fixed costs are $408,000. What is the break-even point in sales dollars? (Do not round intermediate calculations.) Multiple Choice $680,000. $1,943. $4,857. $408,000. $1,020,000.
Wang Co. manufactures and sells a single product that sells for $450 per unit; variable costs are $270 per unit. Annual fixed costs are $800,000. Current sales volume is $4,200,000. Compute the break-even point in dollars. Multiple Choice $1,740,000 • $2,000,000 0 $1,304,348 0 $4,202,899. 0 $2,640,000.
The following information pertains to XM Sirius Company: Sales (25,000 units) $250,000 Manufacturing expenses: Variable 85,000 Fixed 17,500 Selling and general expenses: Variable 27,500 Fixed 14,950 XM Sirius's break-even point in number of units is: