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Properties of definite integral

Definite Integrals

December 10, 2020 by Prasanna

Definite Integrals 1

Definite Integrals Let ?(x) be the primitive or anti-derivative of a function f(x) defined on [a, b] i.e., . Then the definite integral of f(x) over [a,b] is denoted by  and is defined as [?(b) − ?(a)] i.e., . This is also called Newton Leibnitz formula.The numbers a and b are called the limits of integration, ‘a’ is called the lower limit and ‘b’ the upper limit. The … [Read more...] about Definite Integrals

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