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The function f(x) = (7 x+5)e^(-6 x) has one critical number at x=?
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Take the first derivative and find that critical number, guurl!
f'(x)=7e^-(6x)-6(7x+5)e^-(6x)
what is the critical number? I completely forgot
like what part of it?
By definition, you say that x = n (where n is some number), is a critical point of the function, f(\(x\)) if f(\(n\)) exists and if either of the following is true: f'(c) = o \(\large OR\) f'(c) = D.N.E
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Sorry I meant to say f(\(n\)) not f(\(c\)) for that definition
Thank you! this helped a lot! ;)
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