14. Given f(x)=x2+3x2,f′(x)=(x2+3)26x,f′′(x)=(x2+3)3−8(x+1)(x−1), answer parts (a) through (m). Write "none" where ap
Posted: Thu Jul 14, 2022 4:47 pm
14. Given f(x)=x2+3x2,f′(x)=(x2+3)26x,f′′(x)=(x2+3)3−8(x+1)(x−1), answer parts (a) through (m). Write "none" where appropriate. (a) Domain of f : (b) Intercepts: (c) Vertical asymptote(s): (d) Horizontal asymptote(s): (e) Interval(s) where f is increasing: (f) Interval(s) wehre f is decreasing: (g) Local Minimum at x= (h) Local Minimum at x= (i) Interval(s) where f is concave up: (j) Interval(s) where f is concave down: (k) x-coordinate(s) of Inflection point(s) for f : (1) Sketch the graph of f, label all asymptotes, local maximum and minimum points, and inflection points.