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Blababa [14]
3 years ago
13

A division sold 230000 calculators during 2020: Sales $2300000 Variable costs: Materials $437000 Order processing 172500 Billing

labor 126500 Selling expenses 69000 Total variable costs 805000 Fixed costs 1000000 How much is the unit contribution margin?
Business
2 answers:
lakkis [162]3 years ago
6 0

Answer:

the unit contribution margin is 65%

Explanation:

Unit contribution margin = Contribution / Selling Price × 100

                                         =($2300000-$805000) / $2300000 × 100

                                         = $1,495,000 / $2,300,000 × 100

                                         = 65%

Anuta_ua [19.1K]3 years ago
6 0

Answer: $6.50

Explanation:

The Contribution Margin is known as the difference between the Selling price and the Variable cost.

That means that to calculate it we will subtract the variable costs from the sales in the following manner,

= $2,300,000 - $805,000

= $1,495,000

The Contribution Margin total amount is $1,495,000.

To find the unit Contribution Margin we will then divide it by the total number if units.

It is said that 230,000 calculators were sold during 2020 so calculating would be,

= 1,495,000/230,000

= $6.5

The unit contribution margin is $6.50

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Multibranding strategy can be defined as a type of strategy in which a company gives its product a different brand name. It involves a producer selling different brands under the same product segment.

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The Lincoln Company sold a $1,000 par value, noncallable bond several years ago that now has 20 years to maturity and a 7.00% an
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3 years ago
If the interest rate rises in the United States relative to other​ nations, then in the foreign exchange market the demand for d
34kurt

Answer:

B. ​increases; decreases

Explanation:

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For example, the conversion of dollars of the United States of America can be converted into naira (Nigeria) at the foreign exchange market.

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An interest rate can be defined as an amount of money that is charged as a percentage of the total amount borrowed from an individual or a financial institution.

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A benchmark market value index is comprised of three stocks. yesterday the three stocks were priced at $12, $20, and $60. the nu
Olenka [21]

Answer: The one day rate of return on the stock is 1.49%

We arrive at the answer in the following manner:

First we need to calculate yesterday's and today's index values.

For that we need to find weights of each day based on market capitalization.

Market Capitalization _{ a stock} = Market Price * No .of outstanding shares

The weight of a company in the index is calculated by dividing the market capitalization  of a company by the total market capitalization of all the companies whose shares are a part of the index.

Weight_{Company A} =\frac{Mkt Cap of company A}{Total Market cap}

Then, we multiply the share price of each company with their respective weights and find the total to arrive at the index value for one day.

<u>Yesterday's Index Value</u>

Stock        Price         No. of shares      Mkt Cap  Weight  Weight*Price

A               12               600000        7200000      0.25      2.96 (0.25*12)    

B               20               500000       10000000    0.34      6.85(0.34*20)

C               60               200000       <u>12000000</u>     <u>0.41</u>      <u>24.66  </u>(0.41*60)

Total                                                 29200000     1.00      34.47

We calculate the weight for stock A as follows:

Weight_{A} =\frac{72,00,000}{2,92,00,000} = 0.2466 = 0.25

We calculate the weights of the remaining stocks in a similar manner.

Please note that the sum total of all weights must add up to 1.

The sum total of the last column (Price * Weight) is yesterday's index value.

We repeat the same steps with today's market price to arrive at today's index value.

<u>Today's index Value</u>

Stock        Price   No. of shares       Mkt Cap     Weight    Weight*Price

A               16               600000       96,00,000     0.31        4.95 (0.31*16)    

B               18               500000       90,00,000     0.29       5.23  (0.29*18)

C               62               200000    <u>1,24,00,000</u>     <u>0.40</u>     <u>24.80</u>(0.40*62)

Total                                                3,10,00,000     1.00     34.98

<u>One-day Rate of Return</u>

We can calculate the one day rate of return on the index as follows:

Rate of return = [\frac{(Today's index value - Yesterday's index value}{Yesterday's index value}) * 100

Rate of Return = ( \frac{34.98 - 34.47}{34.47}) * 100

Rate of return = (\frac{0.51}{34.47}) *100

Rate of return = 0.01494 or 1.49%

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Answer:

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