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Assoli18 [71]
3 years ago
13

(Ignore income taxes in this problem.) Alesi Corporation is considering purchasing a machine that would cost $283,850 and have a

useful life of 5 years. The machine would reduce cash operating costs by $81,100 per year. The machine would have a salvage value of $107,100 at the end of the project. (Assume the company uses straight-line depreciation.) Required: a. Compute the payback period for the machine. (Round your answer to 2 decimal places.) b. Compute the simple rate of return for the machine. (Round your intermediate answers to nearest whole dollar and your final answer to 2 decimal places.)
Business
1 answer:
gavmur [86]3 years ago
3 0

Answer:

(A) Payback period for the machine= 3.5 years

(B) Simple rate of return for the machine= 87.5%

Explanation:

Alesu corporation is considering purchasing a machine that would cost $283,850

The useful life is 5 years

The machine would reduce cash operating costs by $81,100 per year

The salvage value is $107,100

(A) The payback period for the machine can be calculated as follows

= cost/amount of cash flow

= 283,850/81,100

= 3.5 years

(B) The simple rate of return for the machine can be calculated as follows

First we calculate the depreciation expense

= 283,850-107,100/5

= 176,750/5

= 35,350

Annual incremental income= cost savings -depreciation expenses

= 283,850-35,350

= 248,500

Simple rate of return = annual incremental income/cost × 100

= 248,500/283,850 × 100

= 0.875 × 100

= 87.5%

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astra-53 [7]

Answer:

<em>=>  Danielle pay $573.3 in property tax</em>

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To calculate the property tax of the house, we take the property tax rate multiply by the assessed value of the property.

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The assessed value estimate the market value for the property, however even when there is large gap between these two, the assessed value is still used to calculate property tax because it is its purpose.

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3 years ago
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Explanation:

1. a. Contribution format income statement for the game last year and compute the degree of operating leverage

Magic Realm, Inc.

Contribution Income Statement

Total Per Unit

Sales                                $300,000            $20

Variable                            90,000                6

Contribution margin        210,000            $14

Fixed expense                 182,000

Net operating income      $28,000

1.b. Compute the degree of operating leverage

The degree of operating leverage is:

Degree of operating leverage = Contribution margin/Net operating income

                                                    = $210,000/$28,000

                                                   = 7.5

2. a. Sales of 18,000 games represent a 20% increase over last year's sales. Because the degree of operating leverage is 7.5, net operating income should increase by 7.5 times as much, or by 150% (7.5 × 20%).

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2.b. The expected total dollar amount of net operating income for next year would be:

Last year's net operating income         $28,000

Expected increase in net operating income

next year                                  (150% × $28,000) 42,000

Total expected net operating income       $70,000

8 0
3 years ago
A project costs $12,800 and is expected to provide a real cash inflow of $10,000 at the end of each of years 1 through 5. Calcul
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Answer:

Net Present Value = $28756.79

Explanation:

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Real rate of interest = (Nominal rate of interest - Inflation rate )

Real Rate of interest = (10.76% - 4%)

Real of Interest = 6.76%

Now using stream of cash flows and discount the at 6.76%

0 -12800              1.000        

1 10000               0.937

2 10000               0.877

3 10000               0.822

4 10000               0.770

5 10000               0.721

Through multiplying discount value with cash flow we get the discounted value of cash flows.

0 -12800      x        1.000      = -12800  

1 10000       x       0.937      =     9370

2 10000       x        0.877     =     8770

3 10000       x        0.822     =    8220

4 10000       x        0.770      =   7700

5 10000       x        0.721       =  7210

Adding the discounted cash flows we get the value of Net present value and that is equal to $28756.79

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Answer:

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