anonymous
  • anonymous
Can someone describe the relationship between the graph of f(x)=lnx and g(x)=e^x?
Mathematics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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anonymous
  • anonymous
Did you graph them?
anonymous
  • anonymous
I don't want to use a calculator to do it, but I guess I might as well go ahead and do it. I just wanted to see if I can focus on key similarities and differences between the two without needing to resort to a calculator.
anonymous
  • anonymous
Well, those there are inverses of each other.

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anonymous
  • anonymous
That is what they are looking for.
anonymous
  • anonymous
y=e^x try solving for x. you get x=ln(x)
anonymous
  • anonymous
Well, did you already know they were inverses?
anonymous
  • anonymous
i mean x=ln(y)
anonymous
  • anonymous
Okay. Oh! I feel like a total idiot. I didn't even notice that or think to even do that.
anonymous
  • anonymous
Cause if you know that, then you know how they're related. But if you didn't know that then it's interesting to see how inverses are related.
anonymous
  • anonymous
I'm completely stressing about this test and I'm not looking at the big picture, I'm just trying to make things harder than they are.
anonymous
  • anonymous
:D It gets easier. When you are in calculus you will just get stuff like that in a snap. Of course, by that time you won't get homework about it... oh, the irony...
anonymous
  • anonymous
Haha! Well, I'm at the end of my class, and I'm trying to brush up for the AP test...
anonymous
  • anonymous
What class?
anonymous
  • anonymous
alma, did you know e^x is the inverse of ln(x)?
anonymous
  • anonymous
Not in the beginning, but he/she figured it out.
anonymous
  • anonymous
Yes. I did and I just realized that I knew that. I was just trying to memorize properties which I don't need to because they are simply inverses.
anonymous
  • anonymous
If you know that two functions are inverses, then they will be mirror images of eachother around the line y=x. That's how the two graphs are related.
anonymous
  • anonymous
properties of the graph. Thank you all for your help.

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