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mihalych1998 [28]
3 years ago
5

Tiago makes three models of camera lens. Its product mix and contribution margin per unit follow: Percentage of Unit sales Contr

ibution Margin per unit Lens A 25 % $ 38 Lens B 40 30 Lens C 35 43 Required: 1. Determine the weighted-average contribution margin per unit. 2. Determine the number of units of each product that Tiago must sell to break even if fixed costs are $187,000. 3. Determine how many units of each product must be sold to generate a profit of $73,000.
Business
1 answer:
Anna11 [10]3 years ago
6 0

Answer:

A. $36.55

B. 5116 units

C. 7114 units

Explanation:

Requirement 1: Weighted average contribution margin per unit

Lens A = $38 x 25% = $9.5

Lens B = $30 x 40% = $12

Lens C = $43 x 35% = $15.05

Total Contribution margin per unit = $36.55

Requirement 2: Breakeven if fixed cost is $187,000

Break even point (units) = Fixed cost / Contribution per unit

Break even point (units) = 187,000/36.55

Break even point (units) = 5116 units

Lens A = 5116 x 25% =  1279 units

Lens B = 5116 x 40% = 2046 units

Lens C = 5116 x 35% = 1791 units

Requirement 3: How many units to be sold to generate $73,000 profit

Required units = Fixed cost - required profit / contribution per unit

Required units = ($187,000-$73,000)/$36.55

Required units = 7114 units

Lens A = 7114 x 25% =  1779 units

Lens B = 7114 x 40% = 2846 units

Lens C = 7114 x 35% = 2489 units

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Answer:

The difference is in how they response to the level of production of the firm.

Variable cost are directly associated with the production level, therefore changes with the number of units produced.

Fixed costs do not change with the level of production and remains fixed. Usually, fixed cost changes with the time.

Periodic Costs are the costs that cannot be capitalised and are incurred for a period of time. Such as administrative costs.

Explanation:

4 0
3 years ago
Jane is planning to go on a camping trip. She purchases a bottle of mineral water, a pack of biscuits, a small tube of toothpast
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Answer:

D) nondurable goods

Explanation:

Durable goods or hard goods are goods that retain its value over a long period of time. It isn't totally consumed over time but can be used over a long period of time. E.g. computer, phone etc

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I hope my answer helps you

5 0
3 years ago
Quantas Industries sold $300,000 of consumer electronics during January under a one-year warranty. The cost to repair defects un
finlep [7]

Answer:

January 31.

Warranty Expense $18,000  (debit)

Warranty Provision $18,000 (credit)

June 20.

Warranty Provision $183 (debit)

Cash $183 (credit)

Explanation:

There is no option on the customer to take the warranty or not. There this type of Warranty is known as an <em>Assurance Type Warranty</em>.

Assurance type warranties are accounted in terms of the <em>Provision Standards</em> as follows ;

<u>Entry when the warranty is granted</u>

Warranty Expense $18,000  (debit)

Warranty Provision $18,000 (credit)

<em>Being recognition of warranty cost and provision. </em>

Warranty Expense $300,000 × 6% = $18,000

<u>When the Warranty Claim is subsequently received.</u>

Warranty Provision $183 (debit)

Cash $183 (credit)

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3 years ago
The county government has decided to redo the street you live on and plans to block the street off which causes you and your nei
Anastaziya [24]

Answer:

Path A-F-G-H is the critical path

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Path A-F-G-H is the longest path on the network with length of 30  days. A path with the longest length is the critical path.

8 0
3 years ago
Christoph Hoffeman of Kapinsky Capital believes the Swiss franc will appreciate versus the U.S. dollar in the coming​ 3-month pe
Rama09 [41]

Answer:

Check the explanation

Explanation:

a. Calculate Christoph’s expected profit assuming a pure spot market speculation strategy.

Details                                                                                     Amount

Number of Swiss francs can buy and  

invest with $100,000 ($100,000/$0.5820)                      171821.31

After 3 months SF's are sold to acquire

dollars back   SF 171821.31* $0.6250)                                      $107,388

Less: Invested dollars                                                       $ 100,000.00

expected profit assuming he buys or sells

SF three months forward                                                        $7,388

b. Calculate C’s expected profit assuming he buys or sells SF three months forward:

Details                                                                         Amount

Number of Swiss francs can buy and

invest with $100,000 ($100,000/$0.5640              $ 177304.96

After 3 months SF's are sold to acquire

dollars back   SF 177,304.96* $0.6250)                   $ 110,815.60

Less: Invested dollars                                               $ 100,000.00

expected profit assuming he

buys or sells SF three months forward                         $10,816

8 0
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