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bearhunter [10]
3 years ago
7

Which of the following companies offers the greatest total employment compensation? Company A Company B Company C Company D Gros

s Pay $37,600 $36,800 $38,100 $39,000 Paid insurance $2,800 $2,400 $2,100 $1,800 Paid time off $3,100 $3,600 $2,900 $2,500 Job expenses $1,200 $600 $300 $800 a. Company A b. Company B c. Company C d. Company D Please select the best answer from the choices provided A B C D
Business
1 answer:
lisov135 [29]3 years ago
7 0

Answer:

  • <u><em>Company C</em></u>

Explanation:

To calculate the <em>total employment compensation</em> each company offers, add all the corresponding benefits and subract all the corresponding expenses:

                         Company A   Company B   Company C   Company D

Gross Pay          $37,600        $36,800         $38,100         $39,000

Paid insurance  $2,800           $2,400          $2,100           $1,800

Paid time off      $3,100             $3,600         $2,900          $2,500

Job expenses   $1,200             $600            $300              $800

<u><em>Company A:</em></u>

  • $37,600 + $2,800 + $3,100 - $1,200 = $42,300

<em><u>Company B:</u></em>

  • $36,800 + $2,400 + $3,600 - $600 = $42,200

<em><u>Company C:</u></em>

  • $38,100 + $2,100 + $2,900 - $300 = $42,800

<em><u>Company D:</u></em>

  • $39,000 + $1,800 + $2,500 - $800 = $42,500

The greatest total employment compensation is that of Company C ($42,800)

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8_murik_8 [283]

Answer:

Cost of equity = 10.7%

Explanation:

<em>We will work out the required rate of return using the the dividend valuation model. The model states that the value of a stock is the present value of the future divided discounted at the cost of equity. </em>

The model is given below:

P = D× (1+g)/(r-g)

P- price of stock, D- dividend payable now, g- growth rate in dividend, r- cost of equity

So we substitute  

130 = 5.50× (1+r)/(r-0.06)

cross multiplying

(r-0.06)× 130 = 5.50 × (1+r)

130 r- 7.8  = 5.50 + 5.50r

collecting like terms

130 r - 5.50r=5.50 + 7.8

124.5  r= 13.3

Divide both sides by 124.5

r =13.3 /124.5=  0.1068

r=0.1068 × 100=  10.7%

Cost of equity = 10.7%

6 0
3 years ago
An unfinished desk is produced for $35.65 and sold for $64.20. A finished desk can be sold for $76.00. The additional processing
Grace [21]

Answer:

Differential revenue from further processing:

= $11.80.

Explanation:

a) Data and Calculations:

Cost of production of an unfinished desk = $35.65

Selling price of an unfinished desk = $64.20

Selling price of a finished desk = $76.00

Additional processing cost = $6.15

Revenue per finished desk    $76.00

Revenue per unfinished desk 64.20

Differential revenue                $11.80

Differential cost per desk:

Cost of unfinished desk       $35.65

Additional cost for producing   6.15

Differential from further processing $41.80

                                     Unfinished     Finished       Differential

Revenue                          $64.20         $76.00           $11.80

Cost of production          (35.65)           (41.80)             (6.15)

Net income                     $28.55         $34.20            $5.65

4 0
3 years ago
In its first month of operations, Culver Company made three purchases of merchandise in the following sequence: (1) 205 units at
Oksi-84 [34.3K]

Answer:

$2,450 ; $1,430

Explanation:

The computation of the ending inventory using the periodic inventory system is shown below:

Under FIFO method

= 245 units × $10

= $2,450

We take the last units in this FIFO method

Under the LIFO method

= 205 units × $6 + 40 units × $5

= $1,230 + $200

= $1,430

We take the first units in this LIFO method

Hence, the closing inventory is come

3 0
3 years ago
Break-Even Sales Currently, the unit selling price of a product is $7,520, the unit variable cost is $4,400, and the total fixed
-Dominant- [34]

Answer:

Current Break Even point = 6,500 units

Break Even point in Unit Sale = 7,500 units

Explanation:

The computation of break-even sales is shown below:-

Sale price = $8,000

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Contribution margin = Sale price - Variable expenses

= $8,000 - $4,400

= $3,600

Fixed expenses = $23,400,000

Current Break Even point = Fixed expenses ÷ Contribution margin

= $23,400,000 ÷ $3,600

= 6,500 units

Therefore for computing the break even point we simply divide contribution margin by fixed expenses

b. Sale price = $7,520

Variable expense = $4,400

Contribution margin =$7,520 - $4,400

= $3,120

Fixed expenses plus desired profit = $23,400,000

Break Even point in Unit Sale = Fixed expenses ÷ Contribution margin

= $23,400,000 ÷ $3,120

= 7,500 units

So, for computing the break even point we simply divide contribution margin by fixed expenses

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