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integral of 4^(3x+1)
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try u= 3x+1 du =...
\[\int\limits_{}^{}4^{3x+1}dx\]
i actually did ! but for some reason the 4 is throwing me off.. \[\frac{ 1 }{ 3 }\int\limits_{}^{}4^{u}du\]
integral of a^x is ... ? there's a standard formula
\[\frac{ a ^{x} }{ \ln a }+ C\]
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yes here a = 4
mkay so my answer that i got is….\[\frac{ 4^{3x+1} }{ 3\ln 4 } + C\]
thats absolutely correct! :)
:O Yes! :)
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