![]() In a given domain or interval, a function is accepted as continuous if the curve has no breaking points or missing points. The continuity of a function determines the attributes of a function and its functional values. ![]() It deals with concepts like the derivative of functions, continuity of certain points, continuity of given intervals, and others. Concept of Continuity and DifferentiationĬontinuity and Differentiation explained in RS Aggarwal Solutions Class 12 Maths Ch 12 is one of the vital concepts for students preparing for board exams.
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