Find the derivative of the function.
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Find the derivative of the function. f(x)=(1+x4)2/3
f(x)=(1+x4)2/3Apply The Power Rule Combined with the Chain Ruledxd[g(x)]n=n[g(x)]n−1⋅g′(x)Therefore,f′(x)=32(1+x4)2/3−1n[g(x)]n−1dxd[1+x4]g′(x)f′(x)=32(1+x4)−1/3(4x3)Simplify and rewritef′(x)=3(1+x4)1/38x3f′(x)=331+x48x3