Sketch the graph of a function f(x) that satisfies the stated conditions. Mark any inflection points by writing IP on your graph. [Note: There is more than one possible answer.]
a. f is continuous and differentiable everywhere except at x = 2, where it is undefined.
b. f(0) = -1
c. Horizontal asymptote y = 1 and vertical asymptote x = 2
d. f ‘(x) < 0 wherever f ‘ is defined
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