Basic Derivatives - Positive Integer Power with Coefficient (with Rule) to Derivative

This topic focuses on practicing basic derivative calculations using the power rule for polynomial functions. Specifically, students are tasked with finding the derivative of polynomial expressions where each term involves a coefficient and a positive integer exponent. The problems require applying the power rule, which involves multiplying the power by the coefficient and reducing the power of the variable by one, to compute the derivative of functions in the form of \( f(x) = ax^n \). Each problem presents a polynomial function and requires evaluating its derivative correctly.