Hi I have a question on graphing this function and its inverse

y =1/3 * e^(x+1)

In working this out I found that the inverse

X= ln(3y)-1

But I do not know how to draw both graph? Can someone help and this is due now L

Printable View

- July 11th 2012, 04:53 AMdinadifferential function urgent assistance
Hi I have a question on graphing this function and its inverse

y =1/3 * e^(x+1)

In working this out I found that the inverse

X= ln(3y)-1

But I do not know how to draw both graph? Can someone help and this is due now L - July 11th 2012, 05:03 AMemakarovRe: differential function urgent assistance
The graph of 1/3 * e^(x+1) is obtained from the graph of e^x by shifting it to the left by 1 and squeezing it towards the horizontal axis.

The graph of ln(3x)-1 is obtained from the graph of ln(x) by squeezing it around the vertical axis and then lowering it by 1.

Note also that since these functions are inverse, their graph are symmetric with respect to the line y = x. - July 11th 2012, 05:10 AMdinaRe: differential function urgent assistance
Thank you so much for your response.

I guess i am finding it difficult to understand how to draw the graphs for these although i understand the inverse concept and how to differentiate - July 11th 2012, 05:38 AMemakarovRe: differential function urgent assistance
You can always use some software, such as WolframAlpha. One potential drawback WolframAlpha has is that it often shows graphs with different scales on the horizontal and vertical axes.