Definite Integral as the Limit of a Sum | Applications of Integration | Mathematics

**Limit Formula to
Evaluate ^{b}**âˆ«

Divide
the interval [*a* , *b*] into *n* equal subintervals [ *x*_{0},
*x*_{1} ], [ *x*_{1}, *x*_{2} ], . . . , [ *x _{n-}*

So, by
the definition of definite integral, we get

Tags : Applications of Integration | Mathematics , 12th Maths : UNIT 9 : Applications of Integration

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12th Maths : UNIT 9 : Applications of Integration : Limit Formula to Evaluate Definite Integral as the Limit of a Sum | Applications of Integration | Mathematics

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