You purchase a $10, 000 annuity with payments at the end of each year for 30 years and an effective interest rate i = .04. The annuity pays $500 at the end of each year and an additional $X at the beginning of years 6 through 12. Find X. %3D
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- An annuity in perpetuity with effective annual interest rate i > 0 has present value $1, 000. Find i if the annuity pays $52.50 at the end of every 6 month period, with the first payment at the the end of year. please hand written solution thankuAn annuity in perpetuity with effective annual interest rate i > 0 has present value $1, 000. Find i if the annuity pays $52.50 at the end of every 6 month period, with the first payment at the end of the first year.A perpetuity will pay $800 per year, starting five years after the perpetuity is purchased. What is the present value (PV) of this perpetuity on the date that it is purchased, given that the interest rate is 3%?
- An annuity pays 8 at the end of each year for five years, starting atthe end of the 12th year. Determine the value of the annuity immediately beforethe first payment using an annual effective interest rate of 7%. which answer is correct in the pictures ie $15.58 or $32.80 (dont use exel in the calculation)A perpetuity of $1 each year, with the first payment due immediately, has a present value of $25 at an annual effective rate of i%. The owner exchanges it for another perpetuity with the first payment due immediately and subsequent payments due at two year intervals. What should the payment of the second perpetuity be, in order to keep the same interest rate, i%, and the same present value? A B с D E Less than $1.90 At least $1.90, but less than $1.94 At least $1.94, but less than $1.98 At least $1.98, but less than $2.02 $2.02 or moreFind the future value of an annuity in 10 years if you deposit $125 at the end of each compounding period into an account paying 3.80% compounded quarterly. O $ 547407.55 O $5383.61 $ 6048.21 O $ 3007.11
- Two annuity immediates in perpetuity have a present value of $5,000 and a common effective annual interest rate. The first annuity makes payments of X at the end of every 4 years while the second makes payment of $50 at the end of every two months. Find X.Assume that an annuity has an annual cash flow of $375 in Years 11 through 20 (10 cash flows). Also assume that the nominal annual interest rate that is appropriate for this annuity is 9 percent (compounded daily, and using a 365-day basis year). Given this information, determine the value o this annuity at Year 0. $ 838.62 $1,205.43 $960.89 $1,083.16 O $716.35Future Value of an Annuity Find the future value of these ordinary annuities. Compunding occurs once a year. a) $500 per year for 8 yrs at 14% b) $250, 4yrs,7% c) $700 4yrs, 0% d) rework parts a,b,c assuming they are annuities due. please show me steps. Thank you.
- Use the ordinary annuity formula shown to the right to determine the accumulated amount in the annuity if $60 is invested semiannually for 10 years at 5.0% compounded semiannually. The accumulated amount will be A ten-year annuity has an interest rate of 12% with individual cash flows of $150 at every end of the year. What is the present value of the annuity? Select one: a. $ 56.50 b. $ 756.78 c. $ 48.30 d. $ 847.53Find the future value of each annuity due. Then determine how much of this value is from contributions and how much is from interest. Payments of $1000 made at the beginning of each semiannual period for 7 years at 8.49 % compounded semiannually The future value of the annuity due is $. (Do not round until the final answer. Then round to the nearest cent as needed.) The amount from contributions is $ The amount from interest is $ (Do not round until the final answer. Then round to the nearest cent as needed.)