Kuta Software Infinite Geometry Answers
Kuta Software Infinite Geometry is a great way to help your students learn and retain the material they are learning.
The software comes with everything you need to cover all of the usual geometry topics, including graphing exponential functions, creating worksheets and more.
Graph Exponential Functions
Graphing exponential functions involve drawing a curve that represents the function. In order to do this, you will need to find the horizontal asymptote.
A horizontal asymptote is a number that indicates how much the function is increasing or decreasing. This can be found by substituting random numbers into the equation.
For example, if you substitute x into the equation, you can get the horizontal asymptote for the exponential function g(x) = (-0.5)x + 2 – 8.
That is, you’ll find y = 0 for a value of x below the horizontal asymptote and y = -3 for a value of x above the horizontal asymptote.
To graph an exponential function, you need to find the horizontal asymptote and then plot random points on the curve.
You may or may not have to make an x-intercept. If you do have an x-intercept, you can also draw the y-intercept.
Graphing exponential functions with Kuta software takes a little bit of time. It is a great way to practice your graphing skills.
Once you’ve gotten the hang of it, you can try experimenting with more advanced graphing techniques.
One thing to remember is that a function always cuts the y-axis at some point. So, don’t be surprised if your graphing attempts end up looking more like a parabola than a straight line.
But the good news is that it’s easy to get back on track and make more accurate graphs when you learn how to graph exponential functions.