MAT223H1 Lecture 3: MAT223 Week 3

3 Consider the function f (a) = * + 1 Its first and second derivatives are given by f'(x) = - by fee_*2 +1 (2x2 - 1) and and I" (2) - 20 (x2 + 3) (221) C. Find the (0, y) coordinates of the relative maxima and relative minima. Write DNE if they don't exist

3 Consider the function f (a) = * + 1 Its first and second derivatives are given by f'(x) = - by fee_*2 +1 (2x2 - 1) and and I" (2) - 20 (x2 + 3) (221) A. Find the horizontal and the vertical asymptotes. Write DNE if they don't exist.

3 Consider the function f (a) = * + 1 Its first and second derivatives are given by f'(x) = - by fee_*2 +1 (2x2 - 1) and and I" (2) - 20 (x2 + 3) (221) B. Find the intervals where the function is increasing, decreasing. Write DNE if they don't exist.