Sketch the graph of a single function which satisﬁes all of the listed properties.
(a) f is differentiable everywhere.
(b) The global minimum value taken by f is -1
(c) f has y = 1 and y = 2 as horizontal asymptotes.
(d) f has an inﬂection point at x = -2
(e) f has a local maximum at x = - 1
(f) f is increasing in the interval [2, 4].
(g) f has a global maximum at x = 4.

Question

Sketch the graph of a single function which satisﬁes all of the listed properties. 
(a)	f is differentiable everywhere.
 (b) The global minimum value taken by f is -1	
 (c) f has y = 1 and y = 2 as horizontal asymptotes.
 (d) f has an inﬂection point at x = -2
 (e) f has a local maximum at x = - 1
 (f) f is increasing in the interval [2, 4].
 (g) f has a global maximum at x = 4.