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Financial and Managerial Accounting Study Set 6
Quiz 18: Cost Behavior and Cost-Volume-Profit Analysis
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Question 101
Essay
What are the basic assumptions of CVP analysis with regard to variable cost, fixed cost, and selling price per unit? (Assume a single product). 3
Question 102
Multiple Choice
Lee Company manufactures and sells widgets for $2.00 per unit. Its variable cost per unit is $1.70. Lee's total fixed costs are $10,500. How many widgets must Lee Company sell to break even?
Question 103
Multiple Choice
Assume that sales are predicted to be $3,750, the expected contribution margin is $1,500, and a net loss of $250 is anticipated. The break-even point in sales dollars is:
Question 104
Multiple Choice
The Haskins Company manufactures and sells radios. Each radio sells for $23.75 and the variable cost per unit is $16.25. Haskin's total fixed costs are $25,000, and budgeted sales are 8,000 units. What is the contribution margin per unit?
Question 105
Multiple Choice
A firm sells two products, A and B. For every unit of A the firm sells, two units of B are sold. The firm's total fixed costs are $1,612,000. Selling prices and cost information for both products follow:
-The contribution margin per composite unit is:
Question 106
Multiple Choice
A CVP graph presents data on:
Question 107
Multiple Choice
A company has a contribution margin per unit of $8.25 and a contribution margin ratio of 12%. What is the selling price of the product?
Question 108
Multiple Choice
A cost-volume-profit chart is also known as a(n)
Question 109
Multiple Choice
When graphing cost-volume-profit data on a CVP chart:
Question 110
Multiple Choice
Jet Company's break-even point is 5,000 units. The company's fixed costs are $240,000, and its total variable costs are $85,000. The unit sales price is:
Question 111
Essay
Define variable cost, fixed cost, and mixed cost.
Question 112
Multiple Choice
Assume Moe's Southwest Grill has a break-even point of 24,000 units. At this point, total sales are $1,800,000 and total variable costs are $1,200,000. Compute total fixed costs at the break-even point.