Master the Power Rule: How to easily calculate derivatives of x^n with examples

Power Rule:d/dx [x^n] = ___________________

nx^n-1

The power rule states that the derivative of x raised to the power of n, denoted as x^n, is equal to n times x raised to the power (n-1), that is:

d/dx [x^n] = n * x^(n-1)

where n is any real number.

More Answers:
Differentiability in Mathematics: The Definition, Implications, and Key Concepts
Sum and Difference Rules of Differentiation in Mathematics
Calculus: Why the Derivative of a Constant is Always 0

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