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f(x)=e^x+e^-x... Why is the critical value of this function 0?
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Deriv = e^x*e^-x+e^x*-e^-x or e^x*e^-x-e^x*e^-x
A way of thinking of it is that f(x) is an even function because we can clearly see that f(x)=f(-x). We already know that e^x is one to one, so it can only have a critical value at x=0 if it has any at all.
Tj, what's up with your derivative? :o It looks a little crazy
Whoops thought it was * I did mult rule hahah
Ignore that madness
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Oh lol :)
Okay thanks for that, that makes sense!
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