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For an interest rate of 12% per year, compounded quarterly, the effective interest per six months is how much?
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- Calculate the effective rate (APY) of interest for 1 year. The principal is $15,500 with an interest rate of 12%. The interest is compounded quarterly.$1,000 beginning of the quarter deposits will be made into an account for 19 years and 3 months. What was the interest rate compounded quarterly associated with the account if there was $180, 609.96 in the account at the end of the 19 ¼ years?What is the discounted value of $1433.00paid at the end of every six monthsfor 6 years if interest is 9% per annum compounded quarterly?
- compute the nominal quarterly interest rate at wich payments of $250 made at the end of each quarter for three years accumulate to $3500(a) What is the simple interest on ₱ 30,000 for six months at a simple interest rate of 12% (b) What is the compound interest if the same investment is compounded quarterly? (c) Obtain the difference. Note: please find also the compound amount and compound interestWhat amount will be accumulated by Php 1,520 in 10 semi annuals at 6% compounded bi-monthly? What effective annual interest rate corresponds to the following situations? a. nominal interest rate of 4% compounded bi-monthly b. nominal interest rate of 5% compounded quarterly c. nominal interest rate of 6% compounded continuously
- Calculate the APR for a 10% per annum nominal rate of interest that is compounded (a) 2 times per year, (b)4 times per year, (c) continuously.A loan of $27900 is repaid by payments of $675 at the end of every quarter. Interest is 4% compounded quarterly. What is the size of the final payment? .. A quarterly event happens four times a year, at intervals of three monthsWhat is the amount of ten equal annual deposits that can provide five annualwithdrawals, where the first withdrawal of $2,000 is made at the end of year land subsequent withdrawals increase at the rate of 5% per year over the previous year's if the interest rate is 7% compounded annually?(a) $745(b)$652(c) $1,000(d) $1,563