Quotient Rule
What is the Quotient Rule in Calculus?
Quotient Rule is a formula used to find the derivative of a function that is the ratio of two differentiable functions. It is essential for solving calculus problems involving division of functions.
What is the Quotient Rule Formula?
Quotient Rule formula is written as:
(u/v)’ = (u’v – uv’)/v2
When to Use the Quotient Rule?
We use the Quotient Rule to differentiate a function that is expressed as the division of two differentiable functions. It is particularly useful in complex problems where the numerator and denominator are not easily simplified.
What is the quotient rule with U and V?
Quotient Rule with U and V are: d/dx (u/v) = (v du/dx – u dv/dx)/v
How to Use Quotient Rule?
Quotient rule is an important of derivatives. To find the derivatives of complex fractions this quotient rule is used. The quotient rule helps to find the derivative of complex fractions very easily. It is used to find the derivative when the problem is given in fraction form i.e. in the numerator and denominator form.
This article is about the quotient rule in derivatives, and how it is applied and used.
Table of Content
- What is Quotient Rule?
- How to Use Quotient Rule?
- Quotient Rule Examples
- Practice Questions on Quotient Rule
- FAQs on Quotient Rule