REGRAS DE DERIVAÇÃO #01 | DERIVADA

Rules of Derivation. i) If f (x) = a, then f ' (x) = 0. ii) If f (x) = ax, then f ' (x) = a. iii) (Tumble Rule) If f (x) = xa, then f ' (x) = a·xa – 1. iv) (Derivative of the Sum) [f (x) + g (x)]' = f ' (x) + g' (x). v) [af (x)]' = a·f ' (x). What are rules of derivation? Rules of derivation are ways to generalize the derivative of some functions. They are very useful when, when solving an exercise, for example, we can identify the form its expression takes. For example: a function can be the result of the sum of two others, or the product, the ratio. How to calculate a derivative step by step? How to calculate the first derivative of a function? Derivation Rules PDF Derivation Rules Table Derivation Rules Worked Exercises Derivation Rules Multiplication Derivation Rules Quotient Derivation Rules Exercises Derivative Tumble Rule Derivation and Integration Rules DERIVATIVE RULES, DERIVATIVE RULES, PRODUCT DERIVATIVE, QUOTIENT DERIVATIVE, POWER DERIVATIVE, CHAIN RULE, DERIVATIVE BY DEFINITION, SINE DERIVATIVE, COSINE DERIVATIVE, derivative exercises, derivative chain rule, tangent derivative, derivation rules, power derivative, division derivative, derivative rules worked exercises, derivative of exponential function, product derivative, product and quotient derivative, function derivatives