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Why is the Chain Rule used, cant you use the original equation?
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its used to differentiate compositions of functions
But its used to get the slope right?
chain rule is used into of the definition of derivative as a shortcut to find the derivative and thus find the slope
The Chain Rule:\[h(x)=f(g(x)).\]\[h'(x)=f'(g(x))g'(x).\]Like Lagrange said, it's a rule for differentiating composition of functions.
instead not into*
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other short cut ways: power rule, constant rule, quotient rule there are all short cuts to find derivative (aka slope)
Thank, it makes a little more sense now.
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