Re: Do I need logarithms to solve this?
- From: Stan Brown <the_stan_brown@xxxxxxxxxxx>
- Date: Fri, 21 Oct 2005 17:19:52 -0400
Fri, 21 Oct 2005 20:39:36 +0100 from ljs15
<djliam@xxxxxxxxxxxxxxxxxxxxx>:
> Right - I have the equation y = 2e^x+1, and I need to find x in terms of y.
> Am I heading along the right lines by taking the natural logarithm of each
> side, i.e:
>
> ln y = ln(2e^x) ln(2e^1)
"Take log of both sides", yes, but your right-hand side isn't
correct. First subtract the 1 from both sides:
y-1 = 2e^x
Then either divide by 2 and take log of both sides, or take log of
both sides and divide by 2:
ln(y-1) = ln*2) + x
ln(y-1) - ln(2) = x
or ln( (y-1)/2 ) = x
--
Stan Brown, Oak Road Systems, Tompkins County, New York, USA
http://OakRoadSystems.com/
"You find yourself amusing, Blackadder."
"I try not to fly in the face of public opinion."
.
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