Estimate the instantaneous rate of change at the point x=2 for f(x)=ln(x) ROC =

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Q: Find the 3rd derivative of the function y=xsinx

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Q: f(x) = Initial Value Type of Change Rate of Change

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Q: f'(1.0) =

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Q: Solve for the second derivative of f(x)=2x-2/x+5

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Q: Find the rate of the change of the function f(x)=-cscx-sinx

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Exponential Growth Model

The relation that represents an exponential function is: