Answer:
PMT = $95,000
Rate = 4%
Life = 8 years
a. Amount to be deposited today
= PV(Rate, N, -PMT)
= PV(4%, 8, -95,000)
= $639,610.76
b. Amount in account after 3rd withdrawal
= PV(Rate, N, -PMT)
= PV(4%, 5, -95,000)
= $422,913.12
c. Balance in account after 8th withdrawal
= = PV(Rate, N, -PMT)
= PV(4%, 0, -95,000)
= $0
d. How much would you have at the end of 8 years?
= FV(4%, 8, -639610.76)
= $875,351.49
Answer:
$98.02
Explanation:
Data provided in the question:
Value of contract = $1,330
Maximum value = $86
Minimum value = $65
Exercise price = $78
Risk-free rate = 3%
Now,
Current value of stock = 
also,
a standard contract has 100 shares
thus,
Call price = Value of contract ÷ 100 shares
or
Call price = $1,330 ÷ 100 = $13.30
Thus,
Current value of stock = 
or
Current value of stock = ( 2.625 × $13.30 ) + $63.1068
= $98.0193 ≈ $98.02