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Rufina [12.5K]
3 years ago
11

Grandma’s Yarn Factory produces and designs two specialty yarn products, green yarn and scarlet yarn. The manager estimates that

clients will purchase 3,000 green yarn spools and 1,100 scarlet yarn spools by the end of the next period. The unit contribution margins for green yarn and scarlet yarn are $2.80 and $3.50. What is the weighted-average unit contribution margin?
Business
2 answers:
ahrayia [7]3 years ago
6 0

Answer:

$2.99

Explanation:

After you determine individual contribution margins, you can calculate the weighted average depending on the % of total sales of each product.

weighted average contribution margin = [(total sales green yarn x units price) + (total sales scarlet yarn x unit price)] / (total sales green yarn + total sales scarlet yarn)

weighted average contribution margin = [(3,000 x $2.80) + (1,100 x $3.50)] / (3,000 + 1,100) = ($8,400 + $3,850) / 4,100 = $2.987 ≈ $2.99

Alik [6]3 years ago
4 0

Answer:

$2.99

Explanation:

The weighted average contribution margin refers to the average amount that a group of different products/services help with regards to lowering the fixed costs of a business. In this scenario the weighted-average unit contribution margin is $2.99. This price is calculated by multiplying the unit contribution margins of each product by their estimated sales (in this scenario). Then adding them and dividing the total by the total number of unit sales like so.

(2.80 * 3000) + (3.50 * 1100)

8400 + 3850 = 12,250

12,250 / 4100 (total sales) = 2.89 .... round up to $2.99

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. ​ A good whose demand decreases when income decreases

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As people income increase, the purchasing power increase. They prefer more costly goods than give them more satisfaction. Increased income tends to make consumers abandon goods that offer less utility.  Normal goods tend to be associated with customers in high-income.

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Charge a higher price and produce less output

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A monopolistic market can restricts output to raise the price leading to less production, which reduces total real social income.

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8-12 REQUIRED RATE OF RETURN Suppose rRF 9%, rM 14%, and bi 1 3. a. What is ri, the required rate of return on Stock i? b. Now s
Nat2105 [25]

Answer:

a = 0.74 or 74%

b(1) = 0.75 or 75%

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Explanation:

The stock i has a risk free rate of 9% with a market return of 14% and beta of 13, using the formula we get,

ri = rRF + bi x (rM – rRF)

Where rRF=9/100=0.09

bi =13

rm =14/100=0.14

Putting the values into the formula

= 0.09 + 13 x (0.14 – 0.09)

= 0.74 or 74%

b. (1)

Ri = rRF + bi x (rM – rRF)= 0.10 + 13 x (0.14 – 0.09)= 0.75 or 75%

Here the slope of SML remains constant, meaning the market risk premium will not change. As a result, the required return will increase by 1%.

b(2)

Ri = rRF + bi x (rM – rRF)= 0.08 + 13 X (0.14 – 0.09)= 0.73 or 73%

Here, the slope of SML remains constant, meaning the market risk premium will not change. As a result the required return will decrease by 1%.

c. (1)

Ri = rRF + bi x (rM – rRF)= 0.09 + 13 x (0.16 – 0.09)= 1 or 1%

Here, the slope of SML does not remain constant, meaning the market risk premium will change. As a result, the required return will increase.

(2)Ri = rRF + bi x (rM – rRF)= 0.09 + 13 x (0.13 – 0.09)=0.61 or 61%

Here, the slope of SML remains constant, meaning the market risk premium will not change. As a result, the required return will decrease by 13%.

3 0
3 years ago
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