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differentiate x^3(1-3x)^(1/4)
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Product rule?
chain rule is not needed?
\[x^3(1-3x)^{1/4}\] yup product rule should do!
\[f'g+g'f\]
You will have to use chain rule as well inside the product rule
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f=x^3 and g=(1-x)^1/4
yep
you can also use distributive property first and then use sum
\(\huge x^n (1 - ax^\frac{p}{q}) = x^n - ax^\frac{pn}{q} \) then differentiate using power rule
\(\huge nx^{n-1} - (pn)ax^{\frac{pn}{q}-1} \)
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