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You can write an exponential curve in the form:y = A e^(Bx)

And also in the form:

y = C D^x

Where A, B, C, and D are constants, and "^" represents a power.

Also, with exponential growth, the function will increase or decrease by the same factor in equal time intervals (for example, double every 1.3 years; triple every 2 months; etc.).

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The gradient of the growth curve, y = f(x) at any point (p, q) is directly proportional to the value of the curve at that point, q.

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Q: What is one characteristic of exponential growth?
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