Question: Preparing a Profit Equation to Predict Future Profits Picnic Time produces a picnic basket that is sold for $ 1 0 0 per unit. Assume

Preparing a Profit Equation to Predict Future Profits Picnic Time produces a picnic basket that is sold for $100 per unit. Assume the company produced and sold 4,000 baskets during July. There were no beginning or ending inventories. Variable and xed costs follow. Variable Cost per Unit Fixed Costs per Month Manufacturing: Direct materials ............... $25 Direct labor ..................15 Manufacturing overhead ........5 $45 Selling and administrative......... 4 Total ......................... $49 Manufacturing overhead ........ $ 36,000 Selling and administrative....... 68,000 Total ....................... $104,000 REQUIRED a. Prepare a monthly profit equation. b. Determine profit for the month of July using the equation from part a. LO15-5 MBC H o m w o r k e Coffee Bean LO15-6 MBC H o m w o r k e Dart Container Corp. LO15-1 MBC H o m w o r k e Picnic Time 15-29 Chapter 15 Cost-Volume-Profit Analysis and Planning Cambridge Business Publishers
c. For August, the company estimates that sales will range between 4,100 on the low-end and 4,400 on the high-end. What is the range of predicted profits? E15-23. Contribution Income Statement, Graph, and Analysis Use the information from E15-22 to answer the following questions. REQUIRED a. Prepare a contribution income statement for July. b. Prepare a cost-volume-profit graph. Label the horizontal axis in units with a maximum value of 8,000. Label the vertical axis in dollars with a maximum value of $1,000,000. Draw a vertical line on the graph for the current (4,000) unit sales level, and label total variable costs, total fixed costs, and total profits at 4,000 units. c. Determine the break-even point in sales dollars. d. Suppose the cost of labor is expected to increase next year. How will this affect the break-even point? e. Determine Julys margin of safety in sales dollars. f. What dollar sales volume is currently required to obtain a before-tax profit of $120,000?

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