Kyla wants to have an annuity payment of $400, at the end of each 6 months. Use the appropriate formula to find how much she should deposit (in $) now at 6% interest, compounded semiannually, to yield the payment for 14 years. (Round your answer to the nearest cent)
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- Kyla wants to have an annuity payment of $400, at the end of each six months. Use the appropriate formula to find how much she should deposit (in $) now at 6% interest, compounded semiannually, to yield this payment for 12 years. ( Round your answer to the nearest cent.) $Aylene is preparing for an income fund for her retirement. She wants to receive 15,000 pesos quarterly for the next 25 years starting 1 month from now. The income fund pays 10.5% compounded monthly. How much Aylene deposit now to pay for the annuity? (Show solution)K. Tanja wants to establish an account that will supplement her retirement income beginning 30 years from now. Find the lump sum she must deposit today so that $400,000 will be available at time of retirement, if the interest rate is 10%, compounded quarterly. How much must Tanja invest? P= (Round to the nearest cent as needed.)
- Connie wants to have an annuity payment of $2000 at the end of every three months. How much should she deposit now at 6% interest, compounded quarterly, to yield this payment for 3 years? (Use Table 12-2 in your text)Connie wants to have an annuity payment of $2000 at the end of every three months. How much should she deposit now at 6% interest, compounded quarterly, to yield this payment for 3 years?Tanja wants to establish an account that will supplement her retirement income beginning 25 years from now. Find the lump sum she must deposit today so that $600,000 will be available at time of retirement, if the interest rate is 6%, compounded quarterly. How much must Tanja invest? P=$ (Round to the nearest cent as needed.)
- Jean-Rene wants to make a lump-sum deposit today such that at the end of every three months for the next five years he can receive a payment starting at $2,500 and increasing by 1% each time thereafter. At the end of the term, an additional lump-sum payment of $10,000 is required. If the annuity can earn 8.75% compounded semi-annually, what lump sum should he deposit today? Using financial Calculator.Cheryl is setting up a payout annuity with her bank. She wants to receive a payout of $1200 per month for 20 years. A. How much will she have to deposit if she earns 8% interest compounde monthly? B. What's the total she will receive from her payout annuity?Aylene is preparing for an income fund for her retirement. She wants to receive 15,000 pesos quarterly for the next 25 years starting 1 month from now. The income fund pays 10.5% compounded monthly. How much Aylene deposit now to pay for the annuity?
- Jennifer opted for the plan that will pay her $ 52,000 annually for 15 years. The cash will be paid at the end of each year Required A. Assuming that the interest will remain at 6.8 % constant over the whole period , how much will the insurance company disburse at the end of the 15 years of annuity payment to Jennifer? [ordinary annuity] B. If the payment of the cash flow is done in the beginning of the period , what will be the sum for the insurance company will disburse? [interest rate changes to 7.5%] C. If Jennifer is supposed to invest a sum at the beginning of the retirement in the annuity fund of the insurance , calculate the sum she has to give to the company if Payment is received at the end of each period and the interest rate is 4.8% Payment is done at the beginning of each period and the interest rate is 5.8% [ Annual payment = $52,000 and period is 15 years]Siri plans to retire when her simple annuity savings account has enough money to receive 10000.00 per month for 20 years starting at the end of her first month after her retirement. she starts saving 4420.00 per month. Calculate when should Siri retire from today if her savings account pays 4.9% compounded monthly. Round to the nearest year.Amy purchases an annuity that will give her payments of R at the end of each quarter for seven years. She will receive the first of these payments in 1.5 years. If Amy paid $50,000 for this annuity and will earn a nominal rate of interest of 6% compounded quarterly,(a) write the equation of value (using the appropriate actuarial notation) for this annuity at the time of purchase. Be sure to indicate the effective rate per payment period being used.(b) find the value of R.