3. (4) Suppose f(x) is a function. Below on the left is the graph of the derivative y=f′(x). If f(0)=1, sketch the graph of y=f(x) below on the right.
6. (6) Suppose ∫f(x)dx=tan(x2+1)+C. Determine f(x). dxd=
3. (4) Suppose f(x) is a function. Below on the left is the graph of the derivative y=f′(x). If f(0)=1, sketch the graph
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3. (4) Suppose f(x) is a function. Below on the left is the graph of the derivative y=f′(x). If f(0)=1, sketch the graph
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