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differentiate f(x) = e^sqrt(3x)
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\[f'(x)=(\sqrt{3x})'e^{\sqrt{3x}}\]
Is there any way you can help me out step by step?
So you do not know how to differentiate sqrt(3x)?
Do you know how to differentiate sqrt(x)?
What I have so far is f '(x) = (e^(3x))(sqrt(3x))'
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differentiating sqrt(3x) is where I am stuck
Well do you know to differentiate sqrt(x)?
\[\sqrt{3x}=\sqrt{3} \sqrt{x}\]
\[\frac{d}{dx} \sqrt{3x}=\sqrt{3} \frac{d}{dx} \sqrt{x}\]
recall sqrt(x) is x^(1/2)
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