Consider an amount of 25,000 in a fund today, October 25, 2022. Determine its value on the specified date and the given interest assumption. On Dec. 25, 2022 at 6 1/4% ordinary simple interest rate p.a.
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Consider an amount of 25,000 in a fund today, October 25, 2022. Determine its value on the specified date and the given interest assumption. On Dec. 25, 2022 at 6 1/4% ordinary simple interest rate p.a.
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- Consider an amount of 25,000 in a fund today, October 25, 2022. Determine its value on the specified date and the given interest assumption. On May 12, 2022 at 4 3/5% exact simple interest rate p.a.Consider an amount of 25,000 in a fund today. October 25, 2022. DETERMINE ITS value on the specified date given: 1. January 25, 2024 at 3.42% annual effective interestConsider an amount 25,000 in a fund today, October 25, 2022. Determine its value on the specified date and the given interest assumption. A.) On december at 6 3/4% exact simple interest rate p.a. B.) On May 12,2022 at 4 2/5% ordinary simple interest rate p.a
- are ? k of &, Deposits of $100 are made at the end of each calendar year from 2014 through 2019 inclusive. The resulting fund is to be used to buy a perpetuity with annual payments following the pattern X, 4X, 7X, 10X,... with the first payment on December 31, 2021. If the anmual effective rate of interest is 5%, find X. A. 0.558 B. 0.567 C. 0.576 D. 0.585 E. 0.594Consider an amount of 25,000 in a fund today, October 25, 2022. Determine its value on Oct. 25, 2019 at 4.32% annual effective interest rateImagine you have 100,000 worth in a fund today November 15, 2022. Give enough of it on the due date and at the corresponding interest rate.a.) At an effective discount rate of 3.24% on Nov. 15, 2020.b.) At an effective discount rate of 3.24% on Feb. 15, 2024.c.) At an interest rate of 8.4% payable monthly on Sept. 15, 2021.d.) At an discount rate of 3% convertible quarterly on May 15, 2025.
- You deposit $600 today into a fund that you intend to leave invested for 6 years. The fund earns 6% interest compounded annually. Indicate the inputs to be entered into the financial calculator keys. What is the value of the fund to be accumulated at the end of year 6? (Round future value answer to two decimal places (e.g., 52.75) and interest rate to one decimal place (e.g., 527.5).) Inputs Calculator N Keys Future value $ 6 I 6 PV 600Deposits of $100 are made at the end of each calendar year from 2014 through 2019 inclusive. The resulting fund is to be used to buy a perpetuity with annual payments following the pattern X, 4X, 7X, 10X,... with the first payment on December 31, 2021. If the anmal effective rate of interest is 5%, find X. A. 0.558 B. 0.567 C. 0.576 D. 0.585 E. 0.594Use the following 8% interest factors 7 periods 8 periods 9 periods Select one: Present Value of Ordinary Annuity. a. $319,099 b. $267,687 C. $226,800 d. $172,398 5.2064 5.7466 6.2469 What will be the balance on September 1, 2029 in a fund which is accumulated by making $30,000 annual deposits each September 1 beginning in 2022, with the last deposit being made on September 1, 2027? The fund pays interest at 8% compounded annually. Future Value of Ordinary Annuity. 8.92280 10.63663 12.48756
- For the sinking fund, use Table 12-1 to calculate the amount (in $) of the periodic payments needed to amount to the financial objective (future value of the annuity). (Round your answer to the nearest cent.) Sinking FundPayment PaymentFrequency Time Period(years) NominalRate (%) InterestCompounded Future Value(Objective) $ every year 14 7 annually $750,000A company needs to set aside a fund to meet the following future annuity payments to an individual: £1443 paid at the end of each year for the first 4 years followed by £1441 paid at the end of each year up until year 15 (inclusive). Assuming an effective rate of interest of 6.9% pa throughout the entire period, how much total fund the company needs to hold today in order to meet these payments? Express your answer in £s to 2 decimal places. (correct answer = 13214.59)For the sinking fund, use Table 12-1 to calculate the amount (in $) of the periodic payments needed to amount to the financial objective (future value of the annuity). (Round your answer to the nearest cent.) Sinking Fund Payment Payment Frequency Time Periods (years) Nominal Rate (%) Interest Compounded Future Value (Objective) $______ every year 14 8 annually $350,000