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PLEASE NOTE!!! I ONLY NEED THE ANSWER TO QUESTION 5. AS QUESTION 5 IS DEPENDENT ON ANSWERS FROM QUESTION #1 AND #3 - ANSWERS TO

PLEASE NOTE!!! I ONLY NEED THE ANSWER TO QUESTION 5. AS QUESTION 5 IS DEPENDENT ON ANSWERS FROM QUESTION #1 AND #3 - ANSWERS TO THOSE HAVE ALSO BEEN PROVIDED UNDER EACH QUESTION.

Kate and Claire, recent college graduates, are unable to find suitable jobs in their field of accounting. However, each has been involved with a small business of their own for the last several years, and have been doing very well. Kate is a talented seamstress, and has designed a line of fashionable blazers that are selling for $500/each. Kate remains shocked at how fast the orders are coming in, and wonders if this could be something big. Claire also has a small but growing business. She manufactures synthetic leather belts that are selling for $50/each, and is similarly experiencing strong consumer interest. A few large retailers have started to place orders with both girls, and both are struggling to keep up with demand. Kate and Claire are wondering if they should combine their lines and start building the business together, since there is a high amount of overlap among their customers, and they could likely achieve some synergies by combining their marketing and customer service efforts. The belts go very well with the blazers. With a solid knowledge of their accounting basics, both have kept very thorough cost and marketing data. So they decided to pull it all together and analyze it.

Kates blazers manufacturing data

# of Blazers

Total Manufacturing Costs

2019

400

$140,000

2018

350

130,000

2017

310

122,000

2016

240

108,000

2015

275

115,000

2014

250

106,000

Kates blazers marketing data

# of Blazers

Total Marketing Costs

2019

400

$60,000

2018

350

55,000

2017

310

51,000

2016

240

44,000

2015

275

47,500

2014

250

45,000

Claires belts manufacturing data

# of Belts

Total Manufacturing Costs

2019

1,700

$66,500

2018

1,400

56,000

2017

1,100

45,500

2016

1,000

42,000

2015

1,200

49,000

2014

900

38,500

Claires belts marketing data

# of Belts

Total Marketing Costs

2019

1,700

$11,500

2018

1,400

10,000

2017

1,100

8,500

2016

1,000

8,000

2015

1,200

9,000

2014

900

7,500

DELIVERABLE:

Prepare a comprehensive report with the answers to each of the following questions. Provide all calculations in a well-organized manner, with the final answer for each part clearly stated in a complete sentence.

QUESTIONS:

1. High-low cost estimation method

  1. Use the high-low method to estimate the per-unit variable costs and total fixed costs for the blazers.
  2. Use the high-low method to estimate the per-unit variable costs and total fixed costs for the belts.

ANSWER:

  1. High low cost-estimation method

Claire and Kate can calculate variable cost per unit by the following formula: highest activity cost lowest activity cost / highest activity units lowest activity units.

Additionally, the fixed cost formula is: Highest activity cost (variable costs per unit x highest activity units.

Blazers

  1. Variable cost/unit= (140,000 + 60,000) (106,000+45,000) / 400 250 =326.67/ unit
  2. Fixed cost= 106,000+45,000 (326.67 x 400) = $69,332

Belts

  1. Variable cost/unit= 66,500+11,500 38,500+7,500 / 1,700 900 = $40/unit
  2. Fixed cost= 66,500 + (40 x 1,700) = $10,000

3. CVP, multiple-product setting

Merging the data together, it appears the sales mix is approximately 300 blazers and 1,200 belts each year.

For this CVP analysis, assume an additional $30,000 of combined fixed costs, this will be largely customer service costs.

  1. Calculate the break-even point for both product lines combined.

ANSWER:

  1. The combined contribution/unit is then calculated by simply adding the two selling prices/unit, which in this case equals to: 173.33+10 = 183.33
  2. Break-even point for combined products (units) = 69,332+10,000+30,000/183.33= 596.37

5. Sensitivity CVP analysis and production versus period expenses Multiple-Product Setting

  1. If both variable and fixed production expenses (refer to Question #1) associated with the blazer increased by 5% (beyond the estimate from the high-low analysis), how many blazers and belts would need to be sold in order to earn a target income of $96,000? Assume the same sales mix and additional fixed costs in Question #3.

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