Graphing Exponential Functions - Teacher Worksheets.
Students should work through the Graphing Basic Exponential Functions handout.It is essential that all students work through question 12 to master the learning targets for today. Question 13 is more of an extension and those ideas will also be established later in this unit if students run out of time today.Graphing Exponential Functions Practice and Problem Solving: D Solve. The first problem is started for you. 1. Make a table of values and a graph for the function fx() 32 x. 2. Make a table of values and a graph for the function 1 6 2 x fx. Graph each exponential function. Identify a, b, the y-intercept, and the end behavior of the graph. 3.Exponential Functions Topics: 1. Solving exponential equations using exponent rules. 2. Graphing exponential functions. 3. Graphing transformations of exponential functions. 4. Finding an exponential function given its graph. 5. Exponential growth and decay by a factor. 6. Exponential decay: Half-life. 7. Exponential growth and decay by.
Graphing Exponential Functions. Displaying top 8 worksheets found for - Graphing Exponential Functions. Some of the worksheets for this concept are Graphing exponential, Exponential functions date period, Graphing exponential functions work, 11 exponential and logarithmic functions work, 4 1 exponential functions and their graphs, Graphing exponential functions, Exponential and log functions.Right at the y-axis, we have y equal 1. Right at x is equal to 0, we have y is equal to 1. And then once x starts increasing beyond 0, then we start seeing what the exponential is good at, which is just this very rapid increase. Some people would call it an exponential increase, which is obviously the case right over here. So then if I just.
Many of my students recall that a y-intercept is where a graph crosses the y axis, but they cannot find the y-intercept of an exponential function. So, in this Warm Up and in this lesson, I want students to be able to define and apply the graphing vocabulary to both a linear functions and an exponential functions.
