Her expected gain is $7,000 based on the information shown on the question above. This problem can be solved by using the expected value formula which stated as EV = W*Pw-L*Pw where EV is the expected value, W is the win value, Pw is the probability of winning, L is the lost value and Pl is the probability of losing<span>. Calculation: 7,000 = (40,000-5,000)*0.3 - 5,000*(1-0.3)</span>
Answer:
A) -$10,020,000
Explanation:
Year 0 cash flow = -(Cost of Machine + Installation Cost + Clean Room Cost)
Year 0 cash flow = -($7,000,000 + $20,000 + $3,000,000)
Year 0 cash flow = -$10,200,000
So, the incremental free cash flows associated with the new machine in year 0 is ($10,200,000).
Answer:
C. 7.18%
Explanation:
Formula for calculating growth rate
= (Current amount/initial amount) ^ 1/n - 1
Given that
Initial amount = 15000
Current amount = 60000
n = 20
Therefore,
Growth rate = (60000/15000)^1/20 - 1
= (4)^1/20 - 1
= 1.07177 - 1
= 0.07177
To percentage we multiply by 100
So,
= 0.07177 × 100
= 7.177%
Approximately
= 7.18%
