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January 23rd, 2012, 06:00 PM   #1
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exponential help: e^((lnx)/2)

I know that e^(lnx) equals x so i was just wondering what e^((lnx)/2) equals. The specific question is e^((ln16)/2)- e^((ln4)/2)
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January 23rd, 2012, 06:03 PM   #2
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Re: exponential help: e^((lnx)/2)

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January 24th, 2012, 05:53 AM   #3
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Re: exponential help: e^((lnx)/2)

... and for the specific question we have

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January 24th, 2012, 07:29 AM   #4
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Re: exponential help: e^((lnx)/2)

Quote:
Originally Posted by Euler
...
I strongly prefer this (external) LaTex font.
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January 24th, 2012, 04:34 PM   #5
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Re: exponential help: e^((lnx)/2)

Quote:
Originally Posted by The Chaz
Quote:
Originally Posted by Euler
...
I strongly prefer this (external) LaTex font.
AS DO I!

I must say, the LaTeX code on this site is a bit lacking. It's a bit more aesthetically pleasing than math.stackexchange's, however...
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January 25th, 2012, 05:47 PM   #6
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Re: exponential help: e^((lnx)/2)

thank you everyone! and yeah sorry i didn't know about the LaTex font
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