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I just have this last question left and I don't know it... Using complete sentences, explain the difference between an exponential function and a geometric series. It asks for the differences but I can only think about the similarities...
A Geometric function has variable number of terms, based on the argument. It also has a discrete graph. It may follow an exponential curve. An Exponential function is a function of a constant number of exponential terms. It is a continuous curve; the exponents are from the set of real numbers
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