Answer:
Instructions are listed below
Explanation:
Giving the following information:
Suppose you just bought an annuity with 9 annual payments of $15,400 at the current interest rate of 11 percent per year.
First, we need to determine the final value with the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit
Then, we can calculate the present value with the following formula:
PV= FV/(1+i)^n
A)i=11%
FV= {15400*[(1.11^9)-1]}/0.11
FV= $218,125.17
PV= 218,125.17/(1.11^9)= $85,270.53
B) i= 6%
FV= {15400*[(1.06^9)-1]}/0.06
FV= $176,966.27
PV= 176,966.27/(1.06^9)= $104,746.06
C) i= 16%
FV= $269,785.02
PV= $70,940.77
Answer:
r= .0901, or 9.01%
Explanation:
N=18, PV=73,000, FV=345,000, I=? 9
Therefore:
V = PV(1 +r)t
= (FV/PV)1/t– 1
r= ($345,000/$73,000)1/18– 1
r= .0901, or 9.01%
The annual rate of interest the person must earn on the investment to cover the cost of the child’s college education is 9.01%
Its true it is supposed to be in 13 weeks
Answer:
Cash Balance at the beginning of the year = $4,600
Explanation:
Opening Cash Balance = Closing Cash Balance - Net Increase (Decrease) in Cash
Opening Cash Balance = $18,100 - $13,500 = $4,600
Answer:
what do you call 2 Mexicans playing basketball
Explanation:
btw it's a dad joke