You deposited $5,000 from a late uncle on your 9th birthday. a) If you earned 10.5% interest each year, how much would you have when you turn 65? b) If you earned 10.5% interest compounded monthly each year, how much would you have when you turn 65? c) If you wanted to have $2 million when you turn 65, what rate of interest would you need to earn? d) Create a data table that varies how long the deposit collects interest on the "x axis" and the interest rate on the "y axis." The years should vary from 10 to 55 by 5 and the rate should vary from 3% to 12% by 1%. e) Look down a column of your data table. Notice anything about the future values as the rate gets larger? What is going on here? [Answer in this box] Please format this so that you could very quickly change inputs