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LGBADERIVATIVE \[\huge y = \sqrt{1+2e^{3x}}\]
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\[y^2 = 1+2e^{3x}\]
no need for that
\[2yy\ = 1 + 6e^{3x}\]
i mean \[2yy' = 1 + 6e^{3x}\]
\[y' = \frac{1 + 6e^{3x}}{2\sqrt{1 + 2e^{3x}}}\]
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right?
just apply tha chain rule: \[ \Large y'=\frac{1}{2\sqrt{1+2e^{3x}}}2e^{3x}3 \]
no
no? why?
oh lol derivative of 1 is 0
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\[\frac{d}{dx}[1]=0\]
*facepalm*
hail Zarkon!
i cant believe i make noobish mistakes :/ i really havent mastered derivatives lol
yeah to me..I know the derivative of 1 is 0 :)
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