2^x = 2x+1 Solve for x
Looking at a graph, 2^x intersects 2x+1 at x=0 and x=2.66... but how would I solve this algebraically? I can't figure out how to get x by itself.
Use logs
\[\log_{2}{2x+1} = x \] Now what
Why do you assume you can solve it algebraically?
Is it not possible to solve algebraically?
I don't think so, and even if you could, the solution to something like this would involve the use of special functions like the lambert W function.
Dam...I looked on other websites and they also used the lambert W. I guess you're right, I can't do this. ;\ I'll ask my teacher about it.
Now the question of WHETHER or not you can solve it, is a much deeper question that comes down to field theory and is probably way beyond the scope of any undergraduate level mathematics course.
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