Exponential Functions and their Graphs - Problem 4

Explanation

All exponential growth functions, that is, when the base b > 1 , will have the same general shape and asymptotes as the parent function. To graph quickly, use rules of transformations. A number added or subtracted to x in the exponent will represent a horizontal shift, and a number added or subtracted to the exponential term will be a vertical shift. A number multiplied by the exponential term will cause a vertical stretch or compression, and if negative, will reflect the graph across the x axis. Don't forget to apply the horizontal and vertical shifts to the asymptote, as well! Verify your graph by plugging in an x,y pair.

Transcript

Transcript Coming Soon!

Tags
exponential functions graph exponential growth