Suppose I start saving for my retirement on my 45th birthday by depositing $1000 in a retirement savings account that earns 5% per year. Each year I increase the deposit by $100, so on my 46th birthday I deposit $1100, on my 47th birthday I deposit $1200, etc.. I continue making deposits until my 64th birthday which is when I make my final deposit. On my 65th birthday I will make my first withdrawal of $X. I expect inflation to be about 3% per year so I plan to increase my withdrawals to accommodate for that (at 3% annually). I expect my final withdrawal to be on my 95th birthday. What can I afford my first withdrawal of $X to be? Note: be careful with counting the number of deposits and withdrawals! Our convention in the course is that when available, we use factor table values for all but the (F/P..) and (P/F..) factors, in which case we use the equations. Your solution should be within $30 of mine. 2516 2576 2636 2696 None of the above