The Chain Rule: The inside and outside functions
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The Chain Rule: The inside and outside functions
In this quick One and Done calculus problem, we use the Chain Rule to find the derivative of: f(x)=(5x^3-3x^2)^5 The key is to recognize the outside function and the inside function. First, differentiate the outside, then multiply by the derivative of the inside. Don’t forget to multiply by the chain! This is a great review problem for ...
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