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dusya [7]
3 years ago
12

Corny and Sweet grows and sells sweet corn at its roadside produce stand. The selling price per dozen is​ $4.00, variable costs

are​ $2.00 per​ dozen, and total fixed costs are​ $1,200.00. What are breakeven sales in​ dollars?
Business
1 answer:
monitta3 years ago
4 0

Answer: the breakeven sales is $2,400.

Explanation:

Let the number of dozens of sweet sold = P

Other variables given include:

Total Fixed cost =$1, 200

Variable cost given =$2.00 of P

=$2P

Revenue(amount from sales) =

=$4. 00 of P

=$4P

Nt: Cost = fixed cost + variable cost

C = 1200 + 2P

Nt: breakeven occurs when Revenue equals Cost; R=C

Thus: 4P = 1200+2P

4P-2P=1200

2P = 1200. (divide sides by 2)

P= 600

To check for the break even sales =

4P = 1200 + 2P

Since P = 600

Thus: 4P = 4 × 600 = $2400

&

1200 + 2P = $1200 + $2(600)

= (1200+1200)$

= $2400

Thus, the break even price is $2,400.

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WACC.  
postnew [5]

Answer:

6.57%

Explanation:

The WACC formula is really easy you just have to calculate the weights of the debt or equity whatever is given in the question and then multiply it by the percentage of borrowing given. The total borrowing in this question is 12000(4911+4305+2784).

WACC for this question will be calculated as:

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8 0
3 years ago
Assume the company is considering investing in a new machine that will increase its fixed costs by $42,500 per year and decrease
Semenov [28]

Answer:

The company should purchase the machine.

Explanation:

Note: The complete question is attached below

Forecasted contribution margin income statement

For the Year Ended December 31

Particulars                                       Amount$

Sales                                                2,440,000

Variable cost(10,000*185(195-10))  <u>1,850,000</u>

Contribution margin                        590,000

Fixed cost (327,600+42,500)         <u>370,100</u>

Income                                              <u>$219,900</u>

Because the income increase by $57,500 due to the pruchase, the company should purchase the machine

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