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Mazyrski [523]
4 years ago
5

The kenosha company has three product lines of beer mugslong dash​a, ​b, and clong dashwith contribution margins of $ 5​, $ 4​,

and $ 3​, respectively. the president foresees sales of 175 comma 000 units in the coming​ period, consisting of 25 comma 000 units of​ a, 100 comma 000 units of​ b, and 50 comma 000 units of c. the​ company's fixed costs for the period are $ 351 comma 000. what is the company's breakeven point in units, assuming that the given sales mix is maintained?
Business
1 answer:
Tema [17]4 years ago
3 0

Answer:

break even point in units:

  • a = 11,700
  • b = 46,800
  • c = 35,100

Explanation:

beer mugs          contribution margin         expected sales

a                                $5                                   25,000

b                                $4                                  100,000

c                                $3                                   50,000

fixed costs = $351,000

if the sales proportion remains the same, we can assume a bundle of products = 1a + 4b + 3c (1 for every 25,000 units) whose contribution margin = $5 + $16 + $9 = $30

break even point = fixed costs / bundle's contribution margin = $351,000 / $30 = 11,700 bundles

break even point in units:

a = 11,700

b = 11,700 x 4 = 46,800

c = 11,700 x 3 = 35,100

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Uma and edward are assigned to partner on a project, but they have never worked together before. uma texts edward, "are you avai
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4 0
3 years ago
Break-Even Point
11111nata11111 [884]

Answer:

The right answer is:

(a) 5916 units

(b) 5046 units

Explanation:

Given:

Sales,

= $59

Variable cost,

= $30

Fixed cost,

= $171,564

Increased sale,

= $64

Now,

(a)

Contribution margin will be:

= Sales - Variable \ cost

= 59-30

= 29 \ per \ unit ($)

hence,

Breakeven will be:

= \frac{Fixed \ cost}{Contribution \ margin}

= \frac{171564}{29}

= 5916 \ units

(b)

Contribution margin will be:

= Sales-Variable \ cost

= 64-30

= 34 \ per \ unit ($)

hence,

Breakeven will be:

= \frac{Fixed \ cost}{Contribution \ margin}

= \frac{171564}{34}

= 5046 \ units

5 0
3 years ago
Raul recently started a real estate company with a unique way of presenting a menu of​ services, each with a fixed​ price, rathe
Zigmanuir [339]

Answer:

small business

Explanation:

Based on the company specifications that is provided about Raul's company the most appropriate representation of his firm would be a small business. This is the case because a small business is categorized as any business with one owner controlling and running a business with less than 100 employees. Seeing as Raul only has 21 brokers employed and is planning to expand his model nationally but has NOT yet done so, then he is the owner of a small business.

6 0
4 years ago
Suppose seafood price and quantity data for the years 2000 and 2009 follow. Use 2000 as the base period. Seafood 2000 Qty. (lb)
Ksivusya [100]

Answer:

a) Price Relative for Halibut is 115.9 (1 d.p)

Price Relative for Lobster is 85.4 (1 d.p)

Price Relative for Tuna is 105.4 (1 d.p)

b) The Weighted Aggregate Price Index for the seafood catch is 98.4.

Explanation:

a) The Price Relative for a good refers to it's current price divided by it's base price times 100. It therefore measures a change in price across different periods.

Writing the formula as stated is,

Price Relative = Current Price / Base Price * 100

Price Relative for Halibut = 2.33/2.01 * 100

= 115.9 (1 d.p)

Price Relative for Lobster = 3.09/3.62 * 100

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Price Relative for Tuna = 1.97/1.87 * 100

= 105.35

= 105.4 (1 d.p)

b) The Weighted Aggregate Price Index enables us to see how prices in a particular basket has changed over a period of time. It is calculated as follows,

Weighted Price Index = (Sum of Weighted Current Price ) / ( Sum of weighted Base Price) * 100

Sum of Weighted Current Price = (75,190 * 2.33) + (83,080 * 3.09) + ( 50,779 * 1.97)

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Sum of Weighted Base Price = (75,190 * 2.01) + (83,080 * 3.62) + ( 50,779 * 1.87)

= 546,838.23

Weighted Price Index = (538,124.53 / 546,838.23) *100

= 98.4

The Weighted Aggregate Price Index for the seafood catch is 98.4.

6 0
3 years ago
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