<span>$41
Given a discount rate, the present value (PV) of money you expect to receive in the future (FV) at a specified interest rate (R) for a specified number of periods (N) is
PV = FV/(1+R)^N
So let's plug in the known values and solve.
PV = 45/(1+0.10)^1
PV = 45/(1.10)^1
PV = 45/1.10
PV = 40.90909091
Rounding to the nearest dollar gives $41</span>
Answer:
Explanation:
Net sales - $894,250
Cost of Goods - $ 616850
Average account receivable - $40,650
Account receivable at year end - $28200
Average inventory - $182000
Inventory at year end - $158,000
Inventory turn over
Cost of Goods sold / Average inventory for the period
616850/182000= 3.40 times
No of days sales in inventory = Ending inventory / Cost of Goods sold *365
158000/616850*365 = 93.5 days
Account receivable turnover = net credit sale / average receivable
894250/40650=21.9
No of days sales in account receivable -
Receivable at year end/total credit sales*365
28200/894250*365= 11.5 days
Tell them to wait patiently, and give them a
drink
<span>Year Cash Flow
0 -$46,400
1 18,000
2 33,530
3 4,600</span>
<span>NPV = -$46,400 + $18,000 / (1 + 0.09) + $33,530 / (1 + 0.09)2 + $4,600 / (1 + 0.09)3 =
</span><span>-$1,574.41</span>