Please review and ensure all is correct on Q1, 2, and 3. Also, I need help on answering Q4. Thank you.

Samantha plans to invest some money so that she has $5,500 at the end of three years. APR m/per year Option A Option B Option C Option D 4.20% 4.90% 5.20% 5.40% 365 12 4 1 Present Value at 4.20% compounded dai Present Value at 4.90% compounded m Present Value at 5.20% compounded qu Present Value at 5.40% compounded an 4849 4750 4710 4697 Future Value is equal to 5,5 Solve for Present Value 1. How much should she invest today given the choices above? For Option A, Samantha needs to invest $4,849 today in order to reach her target of $5,500 i For Option B, Samantha needs to invest $4,750 today in order to reach her target of $5,500 in For Option C, Samantha needs to invest $4,710 today in order to reach her target of $5,500 in For Option D, Samantha needs to invest $4,697 today in order to reach her target of $5,500 i 2. What is her best choice? Samantha's best choice would be to invest in Option D. 3. What is the EAR for each account? Support your decision in question 2. For Option A, EAR is equal For Option B, EAR is equal For Option C, EAR is equal For Option D, EAR is equal 4.29% Formula for EAR: [(1+APR/m)^m-1 5.01% m = # of compounding periods 5.30% 5.40% As you can see above, Option D has the highest EAR which correlates with the answer to Que 4. Three years later: she has $5,500. She did not use this money as she intended, so she decided to reinvest this sum again. Calculate the final balance in each account at the end of year 1, year 5, and year 20. Year 1 Option A: Option B: Option C: Option D: Year 5 Year 20 Present Value is equal to $ Solve for Future Value 500 in 3 years in 3 years n 3 years in 3 years estion 2. $5,500