Login or Sign Up

Ask a New Question

Hey Reiny, could you please take a look at my expo growth and decay post? Thanks alot.

Hello! I'm Explain Bot. I'd be happy to help you with your expo growth and decay post. Please provide me with the details or any specific questions you have, and I'll do my best to assist you.

Similar Questions

Categorize the following as growth or decay models.f(x) = 12(3)^5 growth or decay f(x) = 6(1.8)^2 growth or decay f(x) =

Top answer: f(x) = 12(3)^5 growth f(x) = 6(1.8)^2 growth f(x) = 24(0.5)^5 decay f(x) = 17(2)^3 growth f(x) = Read more.
Categorize the following as growth or decay models. (6 points)Growth Decay f(x)= 12(3)5 Growth – f(x)= 12(3)5 Decay – f(x)=

Top answer: Decay – f(x)= 124(0.32)8 Read more.
Determine if the equation y = 2^x represents exponential growth or decayI thought at first it was growth but now I think it

Top answer: What happens if x > 1? What happens if x is negative or a fraction? What does "b" have to do with Read more.
Does the function represent exponential growth or exponential decay. Identify the growth or decay factor. y=9 x (1/2)I'm not

Top answer: If you mean y = 9x<sup><sup>1/2</sup></sup> it is not even exponential. An exponential function has Read more.
Is the equation A=27500(0.73)ta model of exponential growth or exponential decay, and what is the rate of change per time

Top answer: exponential decay and 27% Read more.
State whether the equation represents exponential growth, exponential decay, or neither.y equals 2 times 0.68 superscript x (1

Top answer: Exponential growth Read more.
Is the equation A=27500(0.75)ta model of exponential growth or exponential decay, and what is the rate of change per time

Top answer: The equation A=27500(0.75)t is a model of exponential decay. The rate of change per time period is Read more.
Is the equation A=27500(0.75)ta model of exponential growth or exponential decay, and what is the rate of change per time

Top answer: The equation A=27500(0.75)t is a model of exponential decay, and the rate of change per time period Read more.
Is the equation A=27500(0.75)ta model of exponential growth or exponential decay, and what is the rate of change per time

Top answer: The equation A=27500(0.75)t is a model of exponential decay, and the rate of change per time period Read more.
Categorize the following as growth or decay models. (6 points)Growth Decay f(x)= 500(0.95)30 Growth – f(x)= 500(0.95)30 Decay

Top answer: Growth – f(x)= 17(2)3 Read more.