Mary desires to retire in 35 years with $1,300,000. Assume a 6%
annual investment rate of...
Mary desires to retire in 35 years with $1,300,000. Assume a 6%
annual investment rate of return, and only $10,000 saved now.
Calculate the yearly payments Mary will have to invest each year to
achieve this
Jim desires to retire in 35 years with $1,300,000. Assume a 6%
annual investment rate of return, and only $10,000 saved now.
Calculate the yearly payments Jim will have to invest each year to
achieve this.
Assume you are 32 years old and plan to retire in 35 years at
age 67. You are currently earning $75,000/year and expect average
annual salary increases of 4.0%/year over the next 35 years. You
have $0 saved for retirement.
You are trying to determine how much money to save (invest) each
year in your 401(k) Plan to fund your retirement in order to pay
yourself 70% of your final salary each year (that increases with
inflation). [Remember this is...
Assume that you plan to retire in 35 years and that you
estimate you will need an income of $100,000 at the beginning of
each year for 30 years, following your retirement. You also plan to
donate $1,000,000 to the Georgia Southern University College of
Business to endow a scholarship in the name of your favorite
finance professor. You will make this endowment exactly 5 years
after you retire.
Assume that you will earn 11.00
percent during your working years...
You would like to retire in 40 years with $1,000,000. Assume you
could earn 6% on your investment. How much would you have to save
each month? (Assume end-of period payments).
Merrill Corp has the following information about a potential
capital investment:
Initial investment $1,300,000
Annual net income $130,000
Expected life 8 years
Salvage value $140,000
Merrill’s cost of capital 10%
Assume straight line depreciation method is used.
Required:
1. Calculate the projects net present value. (Future value of
$1, present value of $1, future value annuity of $1, present value
annuity of $1)
Net present value = ?
2. Calculate the net present value using a 13% discount
rate.(Future value...
A man plans to retire in 25 years and spend 35 years in
retirement. He currently earns $82,500 before-tax annually, which
increases annually with the level of inflation. He has determined
that he needs 70% of his pre-retirement income for his retirement
years. He currently has $282,000 in his RRSP account and $10,000 in
a non-registered account. He will earn 5.50% before retirement and
during retirement he will readjust his portfolio to be more
conservative earning 3.50%. Inflation is 2%...
Mary would like to retire in 30 years with at least $2.3 million
in her account. However, she is seeking an overdraft of $120,000 to
buy furniture for her new house today. A bank is ready to give her
the overdraft and charges an interest rate of 6% per year. What
deposit will she have to make into her account at the start of
every quarter to achieve her goal?
Florian plans to retire in 25 years and spend 35 years in
retirement. He currently earns $82,500 before-tax annually, which
increases annually with the level of inflation. He has determined
that he needs 70% of his pre-retirement income for his retirement
years. He currently has $282,000 in his RRSP account and $10,000 in
a non-registered account. He will earn 5.50% before retirement and
during retirement he will readjust his portfolio to be more
conservative earning 3.50%. Inflation is 2% and...
1. Florian plans to retire in 25 years and spend 35 years in
retirement. He currently earns $82,500 before-tax annually, which
increases annually with the level of inflation. He has determined
that he needs 70% of his pre-retirement income for his retirement
years. He currently has $282,000 in his RRSP account and $10,000 in
a non-registered account. He will earn 5.50% before retirement and
during retirement he will readjust his portfolio to be more
conservative earning 3.50%. Inflation is 2%...
Assume the appropriate discount rate is 6%. What is the value 6
years from today of an annuity that makes payments of $3,000 per
year if the first payment is made 7 years from now and the last
payment is made 12 years from now?