False, An exponential growth function represents a quantity that has a constant doubling time.
- It might always be having time, Or 13 times, where I would not double but be unable to receive 2/3. Because the quantity is bigger than one, exponential growth would have a constant time between doublings.
- The halving time for any exponential decay function is A = Ao * kt1/2 x = x * kt1/2 = ktln(1/2) = t * ln kt = ln(1/2) / ln k.
- Because the quantity is bigger than one, exponential growth would have a constant time between doublings.
What does an exponential growth function represent?
- The base b is a constant when describing an exponential function. When the domain is the collection of real numbers, the exponent x is the independent variable.
- Exponential growth and decay are the two different kinds of exponential functions. When b > 1, the function f (x) = bx represents exponential development.
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