The force of interest is 1.5% per month. Calculate the effective annual rate of interest which is equivalent to this force of interest. (correct answer = 19.72174, no tables please, ONLY formulas)

3. Use the provided chart to solve this problem.

1. If the stated annual rate of interest compounded annually is 8% then what is the equivalent annual rate compounded daily? Pls show formula used. Final dollar answers should be rounded to two decimal places. Interest rate answers should be rounded to 6 decimal places if expressed as a decimal or 4 decimal places if expressed as a percent. Use timeline if necessary. No excel .Thanks!

Pls show complete steps and both parts or skip it

A. Calculate the effective annual rate (EAR) in each of the following scenarios: b. APR = 10%, monthly compounding c. 4% semi-annual interest rate, monthly compounding d. 1.5% monthly interest rate, daily compounding e. 3% quarterly interest rate, annual compounding

1. Suppose that a loan of $9,000 is given at an interest rate of 2% compounded each year. Assume that no payments are made on the loan. Follow the instructions below. Do not do any rounding. (a.) Find the amount owed at the end of 1 year. $_____?(b.) Find the amount owed at the end of 2 years. $_____? 2. If the rate of inflation is 2.5% per year, the future price p(t) (in dollars) of a certain item can be modeled by the following exponential function, where t is the number of years from today. p(t)=2000(1.025)t Find the current price of the item and the price 10 years from today. (Roud your answers to the nearest dollar as necessary.) Current Price: $_____?Price 10 years from today: $_____?

The nominal interest rate compounded quarterly, ¿(4) is 6%. Let ¿ be the annual effective interest rate, d be the annual effective discount rate, d(12) be the nominal discount rate compounded monthly and be the annual constant force of interest. Calculate i + 2d + 3d(¹2) + 46. A 59.14% B 59.34% C 59.54% D 59.74% E 59.94%

Calculate the effective annual rate of interest which is equivalent to a force of interest of 0.5% per 8 months. Not tables, ONLY formulas, please

Which of the following nominal rates will earn the most interest? 5% compounded quarterly (j4). 5% compounded monthly (j12). 5% compounded semi-annually (j2). 5% compounded annually (jj).

Calculate the nominal interest rate per annum convertible half-yearly that is equivalent to a force of interest of 6.5% per 3 years. (correct answer =  2.17845, no tables, ONLY formulas)