Suppose $250,000 is used to establish an annuity that earns 6%, compounded quarterly, and pays $6000 at the end of each quarter. It will take about 120 quarters until the account balance reaches $0.
Amount invested (Present value) = $250000
Quarterly payment (At the end of each quarter) (P) = $4500
Interest Rate (Quarterly) (r) = 6% /4
= 1.5% = 0.015
A number of quarters (n) = ?
Future value at the end = 0
Present value of Annuity formula:
Present value = P × 
250000 = 4500 × 
250000 = 300000 × 
250000 / 300000 = 
0.83333 = 
n = 120
Hence is shall take 120 Quarters until the account balance is $0.
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Answer:
A) $56.5
Explanation:
Data:
Project S
Initial cost $10,000
Y1 CF = $6,000
y2 CF = $8,000
Project L
Initial Investment = $10,000
Y1-Y4 CF = $4,373
Solution:
<u>For Project S</u>
We shall prolong the project to four years so it can be easily compared to project L
Following shall be the cashflow stream:
Y0=-$10,000 Y1=$6,000 Y2=-$2,000($8,000 CF - $10,000 outlay for prolonging the project second time) Y3=$6,000 Y4=$8,000
Now to discount the cashflow


<u>For Project L</u>
In order to calculate present value of the annuity, following formula will be used:

<em>NPV = Initial outlay - PV</em>



Now, we can easily calculate how much value will the firm gain or lose if Project L is selected over Project S



<em>*all figures are rounded off to two decimal points*</em>
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Answer:
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Explanation:
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Answer:
C) $200.00
Explanation:
Absorption Product Cost = Direct Labor + Direct Materials + Variable Overheads + Fixed Overheads
Thus, we need to Calculate the Total Cost of Goods Manufactured as follows :
Direct materials used $160,000
Direct labor $100,000
Variable factory overhead $60,000
Fixed factory overhead $80,000
Total Cost of Goods Manufactured $400,000
Then Calculate the product cost per unit
Product cost per unit = Total Cost / Total Production
= $400,000 / ($315,000/$225.00 + 600)
= $400,000 / 2,000
= $200.00
Note : Total Production = Units Sold <em>plus</em> Ending Finished Goods Inventory