A rule that is used to determine the differentiation of two numbers in the form of a ratio is defined as the quotient rule. It can also be referred to as the formula used to divide one derivative function from the other function. This rule follows the rule of product which is known as the product rule and the limit derivation concept.
| Quotient Rule Formula = f'(x) = [u(x)/v(x)]' = [v(x) × u'(x) - u(x) × v'(x)]/[v(x)]2 |
You can download and print these super fun equations with simplified expressions with quotient rule pdf from here for your students. You can also try our Simplify Expressions With Quotient Rule Problems and Simplify Expressions With Quotient Rule Quiz as well for a better understanding of the concepts.
| Quotient Rule Formula = f'(x) = [u(x)/v(x)]' = [v(x) × u'(x) - u(x) × v'(x)]/[v(x)]2 |
