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ololo11 [35]
10 months ago
7

digby's product manager is considering lowering the price of the don product by $2.50 and wants to know what the impact will be

on the product’s contribution margin. assuming no inventory carry costs, what will don's contribution margin be if the price is lowered?
Business
1 answer:
Zarrin [17]10 months ago
6 0

Rigby's product manager is considering lowering the price of the don product by $2.50 and wants to know what the impact will be on the product’s contribution margin. Assuming no inventory carry costs, Don's contribution margin, if the price is lowered, will be 4.00%

“Contribution margin suggests you the mixture quantity of sales to be had after variable expenses to cowl fixed prices and provide earnings to the organization,” Knight says. you would possibly think about this as the part of income that allows offsetting fixed costs.

Contribution Margin = Net Revenue - Variable Expenses

Material Cost = 604 * 14.36 = 8673.44

Labor Cost = 604 * 7.09 = 4282.36

Current price = $35

Price is lowered by $2.5 ,then new price will be = $35 - $2.5 = $32.50

Therrefore, New Sales = 604 * 32.5 = $19630

Variable expenses = 8673.44 + 4282.36 = 12955.8

Contribution margin = 19630 - 12955.8 = 6674.2

Contrinution margin ratio = contribution margin / net sales

New Contribution margin = 6674.2/19630 = 34.00%

The contribution margin is beneficial for figuring out how income, variable costs, and fixed expenses all affect operating profit. It offers enterprise owners a manner of assessing how numerous income degrees will affect profitability.

Learn more about contribution margin here   brainly.com/question/24881206

#SPJ4

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A Best Eastern Motel is a regional motel chain. Its rooms rent for $90 per night, on average. The variable cost is $40 a room pe
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The break even point in units is 24000 rooms per year.

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The break even point in units is a point where enough units are sold to earn a revenue that covers the total cost of the business and there is neither a profit nor a loss to the business. The break even point in units can be calculated as follows,

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