1. Calculate the APR (assume P-$100, -1 year) for each account. Round to 2 decimal places, in percent form. Account #1 Account #2 Account #3 4 SHOW YOUR WORK BELOW: APR % % %
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- Suppose you have $5,000 to invest for the next 40 years. You are given 3 choices on where to invest your money. Account #1 12.20% compounded weekly Account #2 12.18% compounded daily 12.16% compounded continuously Account #3 Calculate the APR (assume P-$100, t=1 year) for each account. Round to 2 decimal places, in percent form. APR Account #1 % Account #2 % Account #3 % SHOW WORK BELOW: Based on your calculations, which account will you invest your $5,000? Why? How much money will you have after 40 years in the account that you have chosen? How much in total interest will you gain? In other words, from $5,000, by how much did your money increase?Suppose that you deposited $5,999 at the end of each year in a Roth IRA account earning an annual rate of 5.01% for the next 15 years. How much would be on deposit at the end of the 15th year? In the space below, please indicate what the following variables are (enter answers to four decimal places and be mindful as to whether the variable is a positive or negative number): 1. PV 2. FV 3. Rate % 4. Periods 5. PaymentIf you put $10 in a savings account at the beginning of each year for 11 years, how much money will be in the account at the end of the 12th year? Assume that the account earns 11%, and round to the nearest $1.00. a. $217 b. $241 c. $68.89 d. $76.47 Please solve problem and give correct answer choice above. Please show all work and steps.
- Suppose that you will deposit $184 at the end of each month for the next 24 years into an account with an APR of 11% and monthly compounding. How much money will be in the account at the end of the 24 years? Round your final answer to two decimals. Show formula in Excel.Suppose you invest $2,300.00 in an account with an annual interest rate 3% compounded monthly. (3% annual rate/ 12 months 0.25% each month). Use this information to complete the table below. Round your answer in each box to the nearest cent as needed. Month 1 2 3 4 5 = Starting Balance $2,300.00 $2,305.75 $2,317.29 0.25% Interest on Starting Balance $5.75 5.81 Ending Balance $2,305.75 $2,317.29Suppose you deposit $1,751.00 into an account today that earns 5.00%. It will take ___ years for the account to be worth $2,806.00. Answer format: Number: Round to: 2 decimal places.
- You deposit $400 at the end of each month into an account earning 3.7% interest compounded monthly. a) How much will you have in the account in 30 years? P/Y = C/Y = N = I/Y = % PV = $ PMT = $ FV = $ (round to the nearest cent) b) How much will be the total amount of money deposited into the account after 30 years? Total Deposited = $ (enter a positive value) c) How much total interest will you earn? Total Interest= $ (enter a positive value, and round to the nearest cent) ( Explain all point of question with proper step by step Answer. )Suppose you plan on saving money at the end of each month in an account that earns 6.6 percent compounded monthly. How much do you need to deposit each month to have a balance of $60,235 at the end of 9 years? (Do not round any intermediate calculations. Round your final answer to 2 decimal places and enter it in the box below.)If you deposit $500 per year in an account for six years at 9 percent compounded annually, how much will you have in the account? Round your answer to the nearest dollar. $3,270 Give typing answer with explanation and conclusion
- Suppose you deposit $1,681.00 into an account today that earns 11.00% p.a. It will take years for the account to be worth $2,936.00.Felipe Rivera's savings account has a balance of $3901. After 3 years what will the amour of interest be at 1.9% compounded quarterly? Select one: O a. $228.25 O b. $37.06 O c. $233.25 O d. $219.25If you borrow $7,300 at $800 interest for one year, what is your effective interest rate for the following payment plans? Note: Input your answers as a percent rounded to 2 decimal places. a. Annual payment b. Semiannual payments c. Quarterly payments d. Monthly payments Effective Rate of Interest % % % %