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Fynjy0 [20]
3 years ago
7

To find the present value of a cash flow expected to be paid or received in the future, you will the future value cash flow by (

1 + I)N. What is the value today of a $42,000 cash flow expected to be received 17 years from now based on an annual interest rate of 7%? $20,609 $13,296 $16,620 $132,670
Business
1 answer:
wolverine [178]3 years ago
5 0

Answer and Explanation:

In order to determine the present value we should divide the future value cash flow by (1 + rate of interest)^number of years

And, the value of the today should be

= $42,000 ÷ (1 + 0.07)^17

= $13,296

Hence, the same should be considered and relevant

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Balance sheet and income statement data indicate the following: Bonds payable, 6% (issued 2000, due 2020) $1,200,000 Preferred 8
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Answer:

The correct option is A,5.72 times

Explanation:

The number of times that interest charges gives a sense of how financial stable is in its ability to pay interest on bonds as at when due.It is key consideration for prospective bondholders when assessing whether to buy bonds in a particular company

Number of times interest charges earned=net income before interest/interest

net income before interest charges=net income+interest charges

net income is $340,000

interest charges=$1,200,000*6%=$72,000

net income before interest charges=$340,000+$72,000=$412,000

number of times interest was earned=$412,000/$72,000=5.72

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3 years ago
Arsenio Company manufactures a single product that goes through two processes, mixing and cooking. The following data pertain to
Drupady [299]

Answer:

Arsenio Company

1. & 2. Equivalent units and cost per equivalent unit:

                                           Material X      Material Y  Conversion

Total equivalent units        100,000           66,000    83,000

Cost per equivalent unit    $2.058              $3.10        $4.00

3. Cost of units transferred out = $604,428

4. Cost of the ending Work-in-Process Inventory = $137,972

Explanation:

a) Data and Calculations:

                                               Units   % completed

August 1: Work-in-Process    27,000    18,900 (70%)

Units started                          73,000

Total units in process          100,000  

August 31: Work-in-Process 34,000    17,000 (50%)

Units completed and

 transferred out    =             66,000

Cost of production:

                                              Material X      Material Y  Conversion  Total

Work-in-process inventory,  $ 52,000      $90,000   $118,940  $260,940

August 1  

Costs added during August  153,800        114,600     213,060      481,460

Total cost for the period    $205,800    $204,600  $332,000  $742,400

Equivalent unit of production

Units completed and

 transferred out (66,000)   66,000 (100%) 66,000      66,000

Ending WIP (34,000)            34,000 (100%)   0               17,000 (50%)

Total equivalent units        100,000              66,000    83,000

Cost per equivalent unit:

Total cost for the period    $205,800    $204,600  $332,000

Total equivalent units         100,000         66,000       83,000

Cost per equivalent unit    $2.058              $3.10        $4.00

Cost assigned to:

Units completed and

 transferred out (66,000) $135,828    $204,600     $264,000  $604,428

Ending WIP                            69,972        0                    68,000      137,972

Total costs assigned       $205,800     $204,600     $332,000  $742,400

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Answer:

has a comparative advantage in producing good 1

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