Answer:
assuming the interest rate is = 15% the life insurance should you should purchase = $497854.0773
Explanation:
Given that :
Annual income receipt = $58000
Assumption:
If we assume that the inflation rate π = 3% = 0.03
Also , let assume that the interest rate is = 15% = 0.15 since it is not given too
Then the effective interest rate = [tex]\dfrac{ (i-\pi)}{(1+\pi)}[/tex]
the effective interest rate = [tex]\dfrac{ (0.15-0.03)}{(1+0.03)}[/tex]
the effective interest rate = [tex]\dfrac{ (0.12)}{(1.03)}[/tex]
the effective interest rate = 0.1165
the effective interest rate = 11.65%
Since n = [tex]\infty[/tex]
The Principal amount of how much life insurance should you purchase is;
= Annual income receipt/the effective interest rate
= $58000/ 0.1165
= $497854.0773
