Answer:
$6,225.08
Explanation:
The computation of the future value of these cash flows in year 4 is shown below:
= Year 1 cash flow × (1 + interest rate)^year + Year 2 cash flow × (1 + interest rate)^year + Year 3 cash flow × (1 + interest rate)^year + Year 4 cash flow × (1 + interest rate)^year
= $950 × 1.08^3 + $1,180 × 1.08^2 + $1,400 × 1.08^1 + $2,140
= $950 × 1.259712 + $1,180 × 1.1664 + $1,400 × 1.08 + $2,140
= $1,196.7264 + $1,376.352 + $1,512 + $2,140
= $6,225.08
<span>This question is actually false. The type of contract described is actually a Sale or Return. When negotiating a Sale or Return, it is useful to define a period in which the goods will be returned if they are not satisfactory. It is also useful to have a requirement that the goods be returned unaltered and undamaged.</span>
Net cash flow is basically the difference of the cash balance from the beginning of the period to the end of the period. For this instance, we take sales and subtract the listed expenses.
January = 150,000 - 35,000- 20,000 -20,000 = 75,000 net cash flow
February = 175,000 - 39,000 - 25,000 - 45,000 = 66,000 net cash flow
For the change you divide (February/January) -1 or (66,000/75,000)-1= -.12
The growth in cash flow was -12%
Answer:
Total FV= $5,080.86
Explanation:
Giving the following information:
Cash Flow:
Cf1= $865
Cf2= $1,040
Cf3= $1,290
Cf4= $1,385
Discount rate (i)= 8%
<u>To calculate the total future value, we need to apply the following formula to each cash flow:</u>
FV= Cf*(1+i)^n
Cf1= 865*1.08^3= 1,089.65
Cf2= 1,040*1.08^2= 1,213.01
Cf3= 1,290*1.08= 1,393.2
Cf4= 1,385
Total FV= $5,080.86
