![]() ![]() Limits Formulas: Limits formulas help in approximating the limit of a function at a given point.ĭifferentiation Formulas: Differentiation Formulas are applicable to basic algebraic expressions, trigonometric ratios, inverse trigonometry, and exponential terms. ![]() The six broad formulas are related to limits, differentiation, integration, definite integrals, application of differentiation, and differential equations. A definite integral is given mathematically as,Ĭalculus formulas can be broadly divided into the following six broad sets of formulas. ![]() The upper and lower limits of the independent variable of a function are specified. It is denoted as:Ī definite integral has a specific boundary or limit for the calculation of the function. Thus the integration value is always accompanied by a constant value (C). It is generally used for calculating areas.Īn indefinite integral does not have a specific boundary, i.e. As differentiation can be understood as dividing a part into many small parts, integration can be said as a collection of small parts in order to form a whole. Integration is the reverse process of differentiation.
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