Inflation refers to
a. |
rising prices. |
|
b. |
declining prices. |
|
c. |
the opposite of wealth. |
|
d. |
the opposite of stagflation. |
|
e. |
declining interest rates. |
Nithya is single. She puts $3000 a year ($250/month) into her retirement plan at work. Her company matches with another $3,000! Nithya stays with this company and her investments earn an average of 6% a year. ABOUT How much will Nithya have in her account in 30 years?
$90,000 |
||
$1,235,000 |
||
$475,000 |
||
$235,000 |
||
$650,000 |
The stated interest rate on your account is 5% with interest compounded monthly. If you deposit $50 each month, how much will you have in your account in 5 years? (Use the 5 financial keys.)
a. |
$3,000 |
|
b. |
$4,350 |
|
c. |
$3,050 |
|
d. |
$3,200 |
|
e. |
$3,400 |
Inflation referes to rising prices.
Future Value of Annuity = {A/i} * {(1+i)^n - 1}
A- Annuity i.e Payment per perriod
i- interest rate
n- no. of periods
Now Nithya invests 6000 per year (3000 her share & 3000 company's share) at the interest rate of 6% for 30 years
So, A=6000, i=6/100=0.06, n=30
Amount available after 30 years = {6000 / 0.06} * {(1+0.06)^30 - 1}
= 100000 * {5.75 -1}
= 100000 * 4.75
= 475000
For last part of the question
A= 50 , i=5% per annum = 0.05 per annum = 5% / 12 per month = 0.05/12 = 0.00417 , n=60 months (5 years)
Amount available after 5 years = {A/i} * {(1+i)^n - 1}
= { 50 / (0.05/12) } * {[1+(0.05/12)]^60 - 1}
= 12000 * {0.283359
= 3400
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