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laiz [17]
3 years ago
12

A company wants to have $20,000 at the end of a ten-year period by investing a single sum now. How much needs to be invested in

order to have the desired sum in ten years, if the money can be invested at 12%? (Ignore income taxes.)
Business
1 answer:
SSSSS [86.1K]3 years ago
3 0

Answer:

8448.22

Explanation:

We are asked to calculate the present value of 20,000 in ten years.

\frac{amount}{ {(1  + rate)}^{time} }  = present \: value

\frac{20000}{ {(1  + 0.12)}^{10} }  = 8448.22

<em>Resuming: </em>in this kind of problems we are asked for which lump sum becomes a certain amount in a given period of time at an annual rate

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Windsor, Inc. just began business and made the following four inventory purchases in June:
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c. the average cost method.

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June 1 129 units at $890

June 10 172 units at $1340

June 15 172 units at $1440

June 28 129 units at $ 1140

and at the end of the period, there are 180 units on hand.

In order to get highest gross profit the closing sock should be the highest, accordingly the value of inventory at hand should as as follows under different method explain below:

Under FIFO method the inventory first enter into the enterprise is available for sale at first so the inventory of 180 units at end should be values at the last price mentioned in the question i.e $1140, therefore the value amounts to $1140*180 units=$205200

Under LIFO method, likewise the last entered inventory will be available for sale and the inventory at the end of period will be valued at the price at which the inventory first bought i.e $890, therefore the value amounts to 180 units*$890=$160200

Under Average cost method the effect of differential price is distributed over the quantity bough during a period so that the company remains in ineffective condition during the period from the price change

Average cost per unit= (129*$890 +172*$1340+ 172*$1440+129*$1140)/602 units

=$1229.29

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