Exercise 5.5.8 Find the absolute extrema for the following functions over the given interval. (a) f(x)=−x−4x+4 on [0,3]
Posted: Wed Jul 13, 2022 5:05 am
question b, e, f, h
Exercise 5.5.8 Find the absolute extrema for the following functions over the given interval. (a) f(x)=−x−4x+4 on [0,3] (e) f(x)=x1−x2 on [−1,1] (b) f(x)=x3+4x2+4 on [−4,1] (f) f(x)=xe−x2/32 on [0,2] (c) f(x)=csc(x) on [0,π] (g) f(x)=x−tan−1(2x) on [0,2] (d) f(x)=ln(x)/x2 on [1,4] (h) f(x)=x2+1x
Exercise 5.5.8 Find the absolute extrema for the following functions over the given interval. (a) f(x)=−x−4x+4 on [0,3] (e) f(x)=x1−x2 on [−1,1] (b) f(x)=x3+4x2+4 on [−4,1] (f) f(x)=xe−x2/32 on [0,2] (c) f(x)=csc(x) on [0,π] (g) f(x)=x−tan−1(2x) on [0,2] (d) f(x)=ln(x)/x2 on [1,4] (h) f(x)=x2+1x