Strahd bought a 20-year annuity-immediate with payment size 350 at
an annual effective rate of 4%....
Strahd bought a 20-year annuity-immediate with payment size 350 at
an annual effective rate of 4%. Just after receiving the eighth
payment, Strahd’s life forever changed and he sold the remainder of
the annuity, reinvesting the proceeds in a level-payment
perpetuityimmediate.
Strahd bought a 20-year annuity-immediate with payment size 350 at
an annual effective rate of 4%. Just after receiving the eighth
payment, Strahd’s life forever changed and he sold the remainder of
the annuity, reinvesting the proceeds in a level-payment
perpetuityimmediate.What is the payment size K of this perpetuity?
An annuity-immediate with 20 annual payments starts with a
payment of 300 and each payment thereafter is 25 more than the
previous payment. The effective annual interest rate is 5%.
Calculate the present value. Be sure to include the appropriate
equation or expression of value that you use. Instead of a 20 year
annuity-immediate, it is a perpetuity. What would the present value
be in that case?
For 50000, Smith purchases a 36-payment annuity-immediate with
monthly payments. Assume an effective annual interest rate of
12.68%. For each of the following cases find the unknown amount
X.
(a) The first payment is X and each subsequent payment is 50
more than the previous one.
(b) The first payment is X and each subsequent payment until
the 18th pay- ment (and including the 18th payment) is 0.2% larger
than the previous one. After the 18th payment, each subsequent
payment...
a 20-years annuity-immediate has annual payments . The
first payment is 100 and subsequent payments are increased by 100
until they reach 1000. The remaining payment stay at 1000. the
annual effective intersst rate 7.5% . What is the coast of this
annuity?
Consider a geometrically increasing annuity immediate. It's
initial payment is $1000, and every following annual payment is
1.03 times the payment before it. The annual effective rate is 0.04
over a 10 year term. Find its present value.
A $1 payment is to be made each year for 22 years. The
effective annual rate of interest is 8.25%. If the first payment is
one year from now, the present value of these payments is
$10.
In which one of the following ranges is the present
value of these payments if the first payment is 22 years from
now?
A. <$1.80
B. >=$1.80 and <$1.86
C. >=$1.86 and <$1.92
D. >=$1.92 and <$1.98
E. >=$1.98
A fifteen-year annuity-immediate has monthly payments. The first
payment is $300 and the monthly increase is $50. Calculate the
accumulated value of the annuity if the annual effective interest
rate is 4%. pls show work and formula, thanks!
A 5-year, $100 ordinary annuity has an annual interest rate of 4%. 1. What is its present value? 2. What would the present value be if it was a 10-year annuity? 3. What would the present value be if it was a 25-year annuity? 4. What would the present value be if this was a perpetuity?
A 50-year annuity with an annual interest rate of 8%. In the
first 20 years, $1000 was deposited at the beginning of each year,
and in the next 30 years, $1400 was deposited at the beginning of
each year. Calculate the value of this annuity at the end of the
40th year.
2. A 5-year annuity of $350 monthly payments begins in 10 years
(the first payment is at the end of the first month of year 10, so
it's an ordinary annuity). The appropriate discount rate is 12%,
compounded monthly. What is the value of the annuity today?