Understanding and learning the formulas is the key to getting a good score in an examination based on differential calculus. Solving problems on differential calculus becomes easy with crystal clear concepts and constant revision. Integral calculus involves integration which is the reverse process of differentiation.įAQs on Differential Calculus What is the Definition of Differential Calculus?ĭifferential calculus is a branch of calculus involving the study of derivatives that are used to find the instantaneous rate of change of a function using the process of differentiation.These equations help to relate functions to their derivatives. There are two types of differential calculus equations - ordinary and partial differential equations.Constant rule, difference rule, sum rule, power rule, etc., are the various rules of differential calculus.Differential calculus involves the use of derivatives to determine the rate of change in a dependent variable with respect to an independent variable.Important Notes on Differential Calculus: Differentiation and Integration Formulas.Graphic artists use differential calculus to see how a model behaves under conditions that change rapidly.In mechanics, velocity and acceleration can be derived from the position function using differential calculus.
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