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solve logx - 1/2log(x+4) = 1
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rewrite as log(x/sqrt(x+4))=1
then solve x/(sqrt(x + 4) = 10
oops latex is not working sorry
go to x = 10 * sqrt(x + 4) i assume the base of the log is ten
Yeah, it is. But how did 1 go to ten, and how did you get rid of the log?
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because of the log base ten of x is y, then y is equal to ten to the power of x they mean the same thing
log (x) = y means 10^y = x you should be able to switch back and forth quickly
especially if you hate precalc. it will not make it better, just easier to cope with
Logarithms just throw me for a loop. I think I understand that. Where would I go from x = 10 * sqrt(x + 4) ?
I feel dumb, but at least I get it now.
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