The present value (PV) of an annuity of P equal periodic payments for n years at r% is given by:
where
is the <span>present value of an annuity factor for n years at r%.
Given that </span>a<span>
company borrowed $40,000 cash from the bank and signed a 6-year note at
7% annual interest and that the present value of an annuity factor for 6 years
at 7% is 4.7665.
Then
Therefore, </span><span>the annual annuity payments equals $8,391.90</span>
Answer:
7%
Explanation:
It would grow by 7% each year which is the rate of return on stocks
Answer:
5,850 units
Explanation:
Units Incomplete at the beginning of the month:
= No. of units × 40% incomplete
= 600 units × 0.4
= 240 units
Units completed during the month:
= 6,000 - 600
= 5,400 units are completed
Units completed at the end of June:
= 700 units × 30%
= 210 units
Number of equivalent units of production for conversion cost for the period:
= 240 + 5,400 + 210
= 5,850 units
Answer:
$7.38
Explanation:
The average cost method recalculates a new cost per unit with each and every purchase made. This new costs would then be used to calculate the costs of goods sold and inventory value.
Average cost per unit = Total Costs ÷ Units available for sale
= (200 x $7 + 800 x $7 + 600 x $8) ÷ 1,600
= $7.375 or $7.38
The average cost per unit for May is $7.38
Answer:
Direct Materials $ 14*20,000 = $ 28000
Direct Labor $ 14*1.9* 20,000 = $ 532,000
Variable Overhead $
14*1.9*1.2*20,000 = $ 638400
Fixed Overhead $
14*1.9*1.8*20,000 = $957600
Total Manufacturing Cost $ = 2156000
Less: Ending Inventory $ 107.8*730 = 78649
Cost of Goods Sold $2077306
Working:
Total Manufacturing Cost $ per unit = 2156000/ 20,000= 107.8 $
Ending Inventory $ 107.8*730 = 78649
