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deff fn [24]
2 years ago
10

MC Qu. 157 McCoy Brothers manufactures and sells... McCoy Brothers manufactures and sells two products, A and Z in the ratio of

5:2. Product A sells for $84; Z sells for $105. Variable costs for product A are $41; for Z $45. Fixed costs are $482,400. Compute the number of units of Product A McCoy must sell to break even.
Business
1 answer:
solniwko [45]2 years ago
3 0

Answer:

7,200 units

Explanation:

The computation of the no of units for break even for product A is given below:

But before that the contribution margin for the sales mix is

<u>Particulars                 product A     product Z</u>

Selling price           $84                 $105

Less:

variable cost          -$41                 -$45

Contribution margin $43               $60

Sales mix                  5                     2

CM sales mix             $215            $120

Total                                 $335

Now the break even sales in total is

= $482,400 ÷ 335

= 1,440 units

Now for product A, it is

= 1,440 × 5

= 7,200 units

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Damian invests $5,000 today in an account earning 6% per year. How much is the investment worth in 4 years?
sp2606 [1]

Based on the fact that Damien invested $5,000 and left it in an account that earns 6% for 4 years, the investment worth would be b. $6,312.38.

<h3>What would be the value of the investment?</h3>

The value of the investment in 4 years is considered to be its future value when looking at it from the present.

Using the rate being earned, the investment amount, and the number of years the investment will be invested, the future value formula is:

Future value = Investment x ( 1 + rate)^ number of years

Solving gives:

= 5,000 x ( 1 + 0.06) ⁴

= 5,000 x 1.06⁴

= 5,000 x 1.26247696

= $6,312.3848

= $6,312.38

In conclusion, the value of Damien's investment after a period of four years at 6% per year comes to $6,312.38.

Find out more on future value at brainly.com/question/24703884

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7 0
1 year ago
Indicate what components of GDP (if any) each of the following transactions would affect. Check all that apply.
Kamila [148]

Answer:

Explanation:

1. No effect. The GDP is the total value of goods and services produced in a country in a specific period of time. If we are talking about US GDP, the purchase of a Belgium chocolate would not affect it.

2. Effect on investment. In spite Honda is a Japanese enterprise, it is producing in the United States. The GDP, is the value of all goods and services produced in country.

3. Effect on investment. Purchase of new housing affects the count of investment (not consume).

4. Affects consume. Because the air-conditioner was produced in the US.

5. Affects consume. They paid an accountant for a service produced in the U.S

6. Effect in government expenses. The salary for these workers is paid by the government, specifically the subdivision of New York.

7. Effect in government expenses. These economic benefits are paid by the government and no other private entities.

4 0
3 years ago
David Company has plans to produce 100,000 units of Product A and 200,000 units of Product B. The planned results of a month's o
alexandr402 [8]

Answer:

Break-even point= 114943 units

Product A:  77012 units

Product B:  37931 units

Explanation:

Giving the following information:

David Company has plans to produce:

Product A: 100,000 units.

Product B: 200,000 units.

Sales revenue:

Product A= 100,000*1.20= $120,000

Product B= 200,000*0.40= $80,000

Total= $200,000

Varable expense=

Product A= 0.60*100,000= $60,000

Prodcut B= 0.30*200,000= $60,000

Total= $120,000

Contribution Margin= $80,000

Fixed costs= $50,000

Net Income= $30,000

The formula of the break-even point with multiple products is:

Break-even point= Total fixed costs/ (weighted average selling price/ weighted average variable expenses)

First, we have to calculate the sales percentage of individual products in the total sales mix.

Total sales= 300,000 units

A: 200,000/300,000= 0.67

B:100,000/300,000=0.33

Weighted average selling price= (Sale price of product A × Sales percentage of product A) + (Sale price of product B × Sale percentage of product B)= (1.20*0.67)+(0.40*0.33)= $0.936

Weighted average variable expenses= (Variable costs of product A × Sales percentage of product A) + (Variable costs of product B × Variable expenses of product B)= (0.60*0.67) + (0.30*0.33) = $0.501

Now, we can calculate the break-even point:

Break-even point= 50,000/(0.936-0.501)= 114943 units

Product A: 0.67*114943= 77012 units

Product B: 0.33*114943= 37931 units

6 0
3 years ago
Snowden Industries produces two electronic decoders, P and Q. Decoder P is more sophisticated and requires more programming and
Rainbow [258]

Answer:

Using Direct Labour hours;

The cost per unit for Decoder P=$5.76

The cost per unit for Decoder Q=$5.76

Using Activity based costing;

The cost per unit for Decoder P=$7.48

The cost per unit for Decoder Q=$5.01

Explanation:

A)Total Overhead cost= $275,000

Total Labour Hours=22,000

P Total Overhead  =6,600/22,000*$275,000=$82,500

Overhead cost per unit=$82,500+$31,680/19,800units=$5.76

Fixed cost=$105,600

19800/66000*$105,600=$31,680

Q Total overhead  =15,400/22,000*$275,000=$192,500

Overhead cost per unit=$192,500+$73,920/46,200units=$5.76

Fixed cost=$105,600

46,200/66000*$105,600=$73,920

B)Using activity based costing;

Total Overhead cost= $275,000

Repair and Maintenence Cost = $105,600

Total Labour Hours=22,000

P Overhead  =6,600/22,000*$275,000=$82,500

Overhead cost perunit=$82,500/19,800units=$4.16

P Activities overhead=(2000+190+1400)/5750*$105,600=$65,931.13

Activity cost per unit=$65,931.13/19,800units=$3.32

Total Overhead cost =$4.16+$3.32=$7.48

Q Total overhead  =15,400/22,000*$275,000=$192,500

Overhead cost per unit=$192,500/46,200units=$4.16

Q Activities overhead=(1000+60+1,100)/5750*$105,600=$39,668.87

Activity cost per unit=$39,668.87/46,200units=$0.85

Total Overhead cost =$4.16+$0.85=$5.01

4 0
3 years ago
if the interest rate on a savings account is 0.018%, approximately how much money do you need to keep in this account for 1 year
scZoUnD [109]
A = $9.99, the amount needed after 1 year 
r = 0.018% = 0.00018, interest rate
n = 12, compoundings per year
t = 1, one year duration

Let P =  required balance at the beginning of the year.
Then
P(1+ \frac{r}{n} )^{nt} = A
P(1 + 0.00018/12)¹² = 9.99
1.00018P = 9.99
P = $9.988 ≈ $9.99

Answer: $9.99

7 0
3 years ago
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