Respuesta :
Answer:
Stream A
Present Values 0 141.51 311.50 293.87 277.23 186.81
Stream B
Present Values 0 235.85 311.50 293.87 277.23 112.10
At 0% The streams will remain as given as they will not be discounted at all.
Explanation:
Stream A
Cashflows 0 150 350 350 350 250
Disc Factor @ 6% 1 0.94 0.89 0.84 0.79 0.75
Present Values 0 141.51 311.50 293.87 277.23 186.81
Stream B
Cashflows 0 250 350 350 350 150
Disc Factor @ 6% 1 0.94 0.89 0.84 0.79 0.75
Present Values 0 235.85 311.50 293.87 277.23 112.10
Answer:
If Discount rate is 6%
Stream A
PV = $150 + $350 + $350 + $350 + $250
(1 + 0.06) (1 + 0.06)2 (1 + 0.06)3 (1 + 0.06)4 (1 + 0.06)5
PV = $141.51 + $311.50 + $293.87 + $277.23 + $186.81
PV = $1,210.92
Stream B
PV = $250 + $350 + $350 + $350 + $150
(1 + 0.06) (1 + 0.06)2 (1 + 0.06)3 (1 + 0.06)4 (1 + 0.06)5
PV = $235.85 + $311.50 + $293.87 + $277.23 + $112.09
PV = $1,230.54
If discount rate is 0%
Stream A
PV = $150 + $350 + $350 + $350 + $250
(1 + 0) (1 + 0)2 (1 + 0)3 (1 + 0)4 (1 + 0)5
PV = $150 + $350 + $350 + $350 + $250
PV = $1,450
Stream B
PV = $250 + $350 + $350 + $350 + $150
(1 + 0) (1 + 0)2 (1 + 0)3 (1 + 0)4 (1 + 0)5
PV = $250 + $350 + $350 + $350 + $150
PV = $1,450
Explanation:
Present value is a function of annual cashflows of each stream divided by 1 + required return raised to power number of years.