Find f(x) if f(1) = -1 and the tangent line at (x, f(x)) has slope 2e^x + 1 This is a problem that was thrown into my indefinite integral homework, and I'm kinda stuck. any help appreciated.
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Originally Posted by leviathanwave Find f(x) if f(1) = -1 and the tangent line at (x, f(x)) has slope 2e^x + 1 This is a problem that was thrown into my indefinite integral homework, and I'm kinda stuck. any help appreciated. the derivative gives the slope. thus if the slope at any is it means that: and use the fact that to solve for the arbitrary constant of integration
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