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find derivative of y=6root of x^5
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\[\sqrt[6]{x^5}\]
\[\sqrt[6]{x^5} = x^{\frac{ 5 }{ 6 }}\]
as @abb0t has shown...those 2 expressions are equal....now how do you find the derivative of THAT?
I don't know.
hint...think of the power rule
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it would be 5x/6?
because you would get \[\frac{ 5 }{ 6 }X ^{\frac{ -1 }{ 6 }}\]
which then to get rid of the negative you put the denominator of the negative integer as the denominator of the problem right?
well think of \[x ^{-1/2}\] That would become \[1/x ^{1/2}\]
so it would be \[\frac{ 5 }{ 6x ^{1/6} }\]
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is that right?
That IS what I get....not 100% sure if it's corrct but I'll check again
yeah i keep getting that...anyone else have an opinion here?
It's correct.
i don't know.
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