11. [-114 Points] LCALCCONS 3.2.030. ASK YOUR TEACHER The table shows the percentage of fall harvest apples at a cider mill that are still in cold storage and usable alter a given time. The decrease in apples is due to usage as well as loss from rat. Usable Apples Left in Storage (as a percentage of fall harvest placed into cold storage by the number of stored) \" (a) Write a log model for the data. (Round all numerical values to three decimal places.) PU) = (b) Write a rateofchange model for the data. (Round all numerical values to three decimal places.) P'') = (c) Calculate the percentage, the rate of change, and the percentage rate of change at end of 6 weeks. (Round your answers to three decimal places.) percentage % rate of change percentage points per week % per week HHU percentage rate of change Interpret the results in context. After 6 weeks, approximately % of the fall apple harvest placed in cold storage remains usable. At that time the percentage of usable stored apples is decreasing by :] percentage points per week or Z] % per week. Calculate the percentage, the rate of change, and the percentage rate of change at end of 36 weeks. (Round your answers to three decimal places.) percentage % percentage points per week H rate of change percentage rate of change \"In per week HHU Interpret the results in context. After 36 weeks, approximately Z] % of the fall apple harvest placed in cold storage remains usable. At that time the percentage of usable stored apples is decreasing by :] percentage points per week or Z] % per week. u,,,...,.,n E 12. [-/2 Points] DETAILS LCALCCON5 2.5.009. MY NOTES ASK YO Consider the following function. g(t) = 2t2 - 1; dt It = 7 (a) Use the limit definition of the derivative (algebraic method) to write an expression for the rate-of-change function of the given function. g'(t) = (b) Evaluate the rate of change as indicated. dg dt It = 7 Need Help? Read It