e^x = 5 - 2x Does anyone know how to go about solving this?
use ln base that way u cancel e
I know, we did that. But then what?
ln^(5-2x)
I've seen something like this before. It's like you liberate x on one side and then trap it on the other side
\[\ln5/ \ln(2x)\]
Yes, but you're supposed to solve for x
We've tried everything. Tell me when you get a numerical value and how you got it.
LOL HERO
Numerical solution is 1.0587. There's no known way to solve this algebraically.
What! Really? So then how did you get it?
graph the line, graph e^x and see where they intersect using a calculator or perhaps here http://www.wolframalpha.com/input/?i=e%5Ex+%3D+5+-+2x
I shall find a way >=D
Oh! Wow, thank you satellite! And Hero!
Outkast, I think I know why you were laughing at me. But I think you might want to laugh at yourself.
I really don't see an algebraic way
I'm not going to say anything as there is nothing I can say that should be up on OpenStudy. I guess trying to put things behind absolutely is absurd for this situation
I normally wouldn't have anything to say to you outkast, but the situation called for it.
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