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Write two real-world situations that you can model using the exponential function f(x) = 2x.
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x is a exponent
\[2^x\]
binary reproduction of bacteria 1 --> 2 --->4 --->8--- >16 --->32 ...
Suppose that you had a bowl full of jelly beans on the coffee table in your apartment. You notice that each day, the bowl looks a little more empty - in spite of the fact that you are on a diet and have completely sworn off jelly beans number of jelly beans for example =64 after a period of time =32 after the same time =16 ... |dw:1436466874991:dw|
thanks
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