intrest rates/investment problem (pert), I just need someone to check my work:) 1. The problem statement, all variables and given/known data 1)Cindy requires $10,000 in 3 years to return to college to get and MBA degree. How much money should she ask her parent for now so that, if she invests it at 12% compounded continuously, she will have enough for school? 2)Carla just inherited a building that is worth $250,000. The building is in a high demand area, and the value of the building is projected to increase at a rate of 25% per year for the next 4 years. How much more money will she make if she waits for four years to sell the building instead of selling it now? 2. Relevant equations P=Ae^(-rt) 3. The attempt at a solution 1)so the equation would be P= (10,000)e^(-.12*3) which equals $6,977 correct? 2)A=Pe^(rt) A= $250,000e^(.12*4) = $679,570 so then $679,570-$250,000=$429,570 is all that correct?