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kkurt [141]
2 years ago
14

Maldonado Steel invested in a new project that has an internal rate of return (IRR) of 9%. They expect the project to have annua

l cash flows of $52,000 for six years. What were the capital expenditures for this project (the PV of an annuity for 6 periods at 9%
Business
1 answer:
balandron [24]2 years ago
5 0

The capital expenditures for this project (the PV of an annuity for 6 periods at 9%

Capital costs are price range used to accumulate, upgrade, or preserve capital assets. Capital fees are contemplated inside the cash flow announcement, and can be calculated by including cutting-edge depreciation with the trade in plant, assets, and device from the previous accounting cycle.

IRR Factor = Net Initial Investment / Annual Cash Inflow

Project A : IRR Factor = 238500 / 49000 = 4.8673

In the PV annuity table for Year 7 row, we have for 10% - 4.8684 and for 11% - 4.7122. Hence the IRR would be between these number (almost 10% types) . The IRR would be = 10% + (1% - (4.8673-4.7122)/(4.8684-4.7122)) = 10.00674%

Project B : IRR Factor = 152400 / (90000-55000) = 4.3543

In the PV annuity table for Year 6 row, we have for 10% - 4.3553 and for 11% - 4.2305. Again we will use the same formula as above - IRR = 10% + (1% - (4.3543-4.2305)/(4.3553-4.2305)) = 10.00813%

Learn more about expenditures here:-brainly.com/question/935872

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Answer:

The answer is below

Explanation:

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It also assists in determining what makes organizations buy a certain product.

It gives the seller the proper ideas on the type of products preferred by organization buyers such that they can quickly make them available.

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3 years ago
Manuel Rios wishes to determine how long it will take an initial deposit of ​$13 comma 000 to double. a. If Manuel earns 9​% ann
Lorico [155]

Answer:

See Below

Explanation:

This is a problem of compound interest. The formula is:

F=P(1+r)^t

Where

F is the future value

P is the present value

r is the rate of interest

t is the time in years

P = 13,000

To double his money, that means, F = 26,000

a)

Now, r = 9% = 0.09, so time it takes:

F=P(1+r)^t\\26,000=13,000(1+0.09)^t\\2=1.09^{t}\\t=\frac{Ln(2)}{Ln(1.09)}\\t=8.04

So, its gonna take about 8.04 years to double

b)

Similarly, here we just use r = 0.06, so the calculation is:

F=P(1+r)^t\\2=1.06^t\\t=11.9

So, its gonna take about 11.9 years to double

c)

Here, the r is 11% or 0.11

So, the time it will take:

F=P(1+r)^t\\2 = 1.11^t\\t=6.6

So, it is going to take about 6.6 years to double

d)

The amount of time it takes to double his money decreases as the interest rate increases and the time increases as interest rate decreases.

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Processing a new employee's employment-related paperwork, acquiring necessary keys and identification cards, and establishing an
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3 years ago
Justin and Edwardo were hired by the same network support firm. One year later, Edwardo receives a promotion to team leader. Jus
alexira [117]

Answer:

Team skills

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3 years ago
Lillich, Inc., manufactures and sells two products: Product U6 and Product R5. Data concerning the expected production of each p
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Answer:

Lillich, Inc.

The unit product cost of Products U6 under activity-based costing is closest to:  $1,460

Explanation:

a) Data about expected production of Products U6 and R5:

                                  Expected       Direct Labor-Hours    Total Direct

                                 Production          Per Unit                 Labor-Hours  

Product U6                       640                    8.4                       5,376

Product R5                      1,015                    5.4                       5,481                    

Total direct labor-hours                                                        10,857

The direct labor rate is $27.50 per DLH.

Direct Materials Cost per Unit   Product U6$249.30  Product R5 $166.70

                                                         

Activity Cost Pools  Activity      Estimated           Expected Activity  

                              Measures   Overhead  Product U6  Product R5   Total

                                                    Cost      

Labor-related           DLHs      $ 196,138         5,376         5,481         10,857

Production orders    Orders       67,340           800           700           1,500

Order size                MHs        1,015,108        5,400         5,700          11,100  

                                            $1,278,586

Overhead Costs:

                                                Product U6      Product R5        Total

Labor-related overhead costs   $97,121             $99,017      $196,138

Production orders                        35,915               31,425         67,340

Order size                                 493,836             521,272      1,015,108

Manufacturing overheads     $626,872           $651,714   $1,278,586

The direct labor rate is $27.50 per DLH

                                                 Product U6      Product R5            Total

Expected Production                        640                 1,015

Direct labor hours                          5,376               5,481              10,857

Direct Materials Cost per Unit  $249.30           $166.70

Direct material costs               $159,552        $169,200.50     $328,752.50

Direct labor costs                       147,840           150,727.50       298,567.50

Manufacturing overhead         626,872            651,714.00      1,278,586.00

Total production costs          $934,264         $971,642.00   $1,905,906.00

Unit cost                                      $1,459.79          $957.28

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