Find the derivative using the constant rule

The video tutorial explains the constant rule in calculus, which states that the derivative of a constant is always zero. It provides examples to illustrate this concept, showing that regardless of how complex a constant expression may appear, its derivative remains zero. The tutorial emphasizes understanding this rule to simplify derivative calculations.

What happens to the derivative when you multiply a constant by another number?

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Discuss the implications of the constant rule when dealing with complex functions.

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