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How to find slope of exponential function

College algebra students learn How to find slope of exponential function, and manipulate different types of functions.

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Exponential Functions

y 1 y 2 x 1 − x 2 a = y 1 b x 1 f ( x) = a b x. Therefore the full equation would be: f ( x) = ( y 1 ( y 1 y 2 x 1 − x 2) x 1) ⋅ ( y 1 y 2 x 1 − x 2) x. The problem with this is that it doesn't take into account the slope of the

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Graphing exponential functions

Visit for more math and science lectures!In this video I will explain how the slope of an exponential function is the exponential f

How is exponential slope determined?

The slope of an exponential function changes throughout the graph of the can get an EQUATION of the slope of the function by taking the first DERIVATIVE of the exponential function (dx/dy) if you know

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Finding an exponential function given its graph

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y2/y1 = abx2/abx1. y2/y1 = bx2/bx1 [since the a cancels in the numerator and denominator] y2/y1 = bx2-x1 [by the rules of exponents] (y2/y1)^ (1/ (x2 – x1)) = b [take the root with index x 2 – x 1 to solve for b] After we find the base b, we can solve for a by using either of the two