anyone know how to do this problem? The price of an item increases due to inflation. If p=f(t) gives the price of the good t years after 1970 then f(t) is well approximated by the formula. f(t) = 7.50(1.058.)t ( that's exponeent t) questions: at what continues arrival rate is the price increasing - By what % does the price increase each month? Anyone? I despise math and I'm horrible at it. If do you know, could you show as much work as possible? thank you so much! OH! one more. If you start with 1000, what would be a 10% increase?