![]() 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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