# When a < 0 and b>1,y=abx models negative exponential growth. a. Write an exponential function that models negative growth. b. Give an example of a situation that could be modeled by your function. c. Explain one difference between negative exponential growth and exponential decay.

When a < 0 and b>1,y=abx models negative exponential growth. a. Write an exponential function that models negative growth. b. Give an example of a situation that could be modeled by your function. c. Explain one difference between negative exponential growth and exponential decay.
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Neelam Wainwright
$18000=P{e}^{.06}\left(4\right)$
$A=P{e}^{r}t$
28000=P(1.27124915)
Solve for ${e}^{.24}$
3P=6,293.02
Divide 8000 by 1.27124915