Answer:
$ 358,063
Explanation:
Calculation for the amount that Ruby's IRA will be worth when she needs to start withdrawing money from it when she retires.
Ruby's IRA worth when she retires at age of 65
First step
Using this formula to find how many years until Ruby retires
Time period= Retired age (-) current age
Let plug in the formula
65-25=40 years
Second step is to find the future value of IRA when she retires
Using this formula
Future value of IRA when she retires
= Present value(1+r)t
Let plug in the formula
$ 11,400 (1+0.09) ^40
=$11,400 (1.09) ^40
=$ 11,400 (31.409)
= $ 358,063
Therefore the amout that Ruby's IRA will be worth when she needs to start withdrawing money from it when she retires will be $358,063
Answer:
Loss in purchasing power =$(96.67)
Explanation:
To determine the change in purchasing power, we will compare the value of the IRA after 3 years to its purchasing power in term the prices there years ago.
The value of 5,500 in 3 years time = 5,500 × 1.012^3 = 5700.385
The purchasing power of 57,000.38 in term's of the price 3 years ago
=5700.385504
× 1/(1.018^3)
= $5403.32
Change in purchasing power = $5403.32 - $5,500= $(96.67)
Loss in purchasing power =$(96.67)
Here is the answer choice to the question
a. the real rate of interest on your loan is 14%.
b. the real rate of interest on your loan was previously 10% and is now 35%.
c. the real rate of interest on your loan is now –2%.
d. you will pay the lender back exactly $9,500.
e. you will pay the lender back exactly $10,700
Answer:
C. the real interest rate on your loan is now -2%
Explanation:
The real interest rate of can be gotten by subtracting the nominal interest rate from the inflation rate from nominal interest rate
Inflation rate = 7%
Nominal interest rate= 5%
= 5 percent - 7 percent
= -2%
The real interest rate can be defined as the rate of interest an investor, saver or lender is going to receive after they have allowed for inflation.
