Given the continuous graph of f'(x), find the following:  A. On what interval is f decreasing and increasing?  B. When is the graph of f concave upward or downward?  C. State the x-coordinates of the points of inflection D. Assuming f(0) = 0 and sketch the graph of f.

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A: le H=tan(θ)csc(θ)sec(θ)we know  tanθ=sinθcosθcscθ=1sinθsecθ=1cosθ

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A: The answer is in step2.

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