Math, asked by zamansky, 9 months ago

examine chain rule for function have three domain variable with example along a helix

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Answered by Anonymous

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When applied to the composition of three functions, the chain rule can be expressed as follows: If h(x)=f(g(k(x))), then h′(x)=f′(g(k(x))⋅g′(k(x))⋅k′(x).

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examine chain rule for function have three domain variable with example along a helix​

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examine chain rule for function have three domain variable with example along a helix