Answer:
Variance of the return = 0.01983
Explanation:
[tex]S^{2}[/tex]= Σ[tex](X-X)^{2}[/tex]/ N - 1
Mean return = 17.88% + -5.16% + 20.39% = 11.0367%
Variance = [(17.88% - 11.0367%)2 + (-5.16% - 11.0367%)2 + (20.39% - 11.0367%)2] /(3 - 1)
Variance = [0.004683 + 0.026233 + 0.008748]/2
Variance = 0.01983
A project has estimated annual net cash flows of $56,600. It is estimated to cost $339,600.
Required:
Determine the cash payback period.
Answer:
It will take exactly 6 full years to cover for the initial investment.
Explanation:
Giving the following information:
Cash flow= $56,600
Initial investment= 339,600
The payback period is the time required for the cash flow to cover the initial investment:
Year 1= 56,600 - 339,600= -283,000
Year 2= 56,600 - 283,000= -226,400
Year 3= 56,600 - 226,400= -169,800
Year 4= 56,600 - 169,800= -113,200
Year 5= 56,600 - 113,200= -56,600
Year 6= 56,600 - 56,600= 0
It will take exactly 6 full years to cover for the initial investment.
