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what is the derivative of pi^x
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@xapproachesinfinity @myininaya
in general \[\frac{d}{dx} a^x = \ln(a) a^x\]
can you explain that a little more @dumbcow
thats a direct formula you may simply replace \(a\) by \(\pi\)
so that is like a theorem?
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do you know the derivative of e^x ?
e^x
Very good! what about the derivative of \(\large e^{5x}\) ?
e^5x (5)
yeah
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so you do know chain rule, nice :) now you can use those two result to find the derivative of \(\pi^x \)
e^(5x)* (5)
see if you can write \(\pi^x\) as a power of \(e\)
but where does the ln come from?
ln and e are lovers
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we rewrite in another form because we know how to take the derivative of it
ohhh that makes so much sense...thanks so much!!
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