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- Compute the effective annual rates for the following:a. 2 percent compounded yearly.b. 2 percent compounded semi-annually.c. 2 percent compounded quarterlyd. 2 percent compounded monthly.e. 2 percent compounded daily (use 365 days per year).account A pays a 4.98 percent annual percentage rate, compounded quarterly. Account B pays a 4.80 percent annual percentage rate, compounded monthly. What is the difference between the two effective annual rates? 0.17% 0.16% 0.15% 0.18%Which one of the following has the highest effective annual rate?A. 6 percent compounded monthly.B. 6 percent compounded quarterly.C. 6 percent compounded semiannually
- What is the effective annual rate of 8.25 percent compounded quarterly? a. 8.38 percent b. 8.49 percent c. 8.25 percent d. 8.56 percent e. 8.51 percentIf 16% pa is an annual percentage rate (APR) compounding every quarter, which of the following is NOT correct? All percentages are given to 5 decimal places. a. Effective quarterly rate is 4.00000% per quarter. b.Continuously compounded semi-annual rate is 7.84414% per half year. c. Continuously compounded quarterly rate is 3.92207% per quarter. d. Effective monthly rate is 1.84756% per month. e. The annual percentage rate (APR) compounding every month is 15.79128%.Compute the nominal rate of intrrest at which $980 deposited at the end of eaach month quaretly for 11 years and 9 months will amount to $34000.00
- Which one of the following has the highest effective annual rate? 6 percent compounded monthly. 7 percent compounded quarterly. 8 percent compounded semiannually.Convert 16% compounded monthly to equivalent nominal rate which compounded quarterly.Determine how much is in each account on the basis of the indicated compounding after the specified years have passed; P is the initial principal, and r is the annual rate given as a percent. (Round your answers to the nearest cent.) after one year where P = $7200 and r = 2.5% (a) compounded annually$ (b) compounded quarterly$ (c) compounded monthly$ (d) compounded weekly$ (e) compounded daily$
- Convert 16% compounded semi-annually to equivalent nominal rate which is compounded dailyDetermine the rate that represents the better deal. 9% compounded quarterly or 9 (1/4) , compounded annuallyDetermine how much is in the account on the basis of the indicated compounding after the specified years have passed; P is the initial principal, and r is the annual rate given as a percent. (Round your answer to the nearest cent.) P = $5700, r = 2.8%, compounded annually for 1 year.