Analysis 1A - Rose - MBHS - Blair - Going over the HW on Rolle's Theorem and the MVT, using the MVT to learn about a function based on knowledge of the derivative, theorem that if f'(x)=0, then f is constant, functions with the same derivative must differ by a constant, theorem that if f' is negative, f is decreasing, & using the first derivative test to locate and justify local extrema - Recorded 04/12/2021 - Intended for period 6 for Asynchronous Learning Day (SAT DAY), Tuesday 4/13 - (Unlisted on youtube; do not share link)