APPLICATION OF INTEGRALS
Chapter 8: APPLICATION OF INTEGRALS · MATHEMATICS PART-2 · EN medium
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A.L. Cauchy ( - ) APPLICATION OF INTEGRALS Fig . This area is called the elementary area which is located at an arbitrary position within the region which is specified by some value of x between a and b. We can think of the total area A of the region between x -axis, ordinates x = a , x = b and the curve y = f ( x ) as the result of adding up the elementary areas of thin strips across the region PQRSP. Symbolically, we express
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A.L. Cauchy ( - ) APPLICATION OF INTEGRALS Fig . This area is called the elementary area which is located at an arbitrary position within the region which is specified by some value of x between a and b. We can think of the total area A of the region between x -axis, ordinates x = a , x = b and the curve y = f ( x ) as the result of adding up the elementary areas of thin strips across the region PQRSP.
Symbolically, we express
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