Definite Integration Part 4 | Class 12 Math | JEE Main 2025 Preparation | LIVE |@InfinityLearn-JEE

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An indefinite integral is an equation that defines a function in terms of an integral. The integral is an operation that calculates the area under a curve on a graph. The curve is usually represented by a function, and the area is calculated between two points on the curve.

Properties of Definite Integrals:
➜The definite integral of a function, f(x), between two points, a and b, is equal to the area of the region bounded by the graph of the function, the x-axis, and the lines x = a and x = b.
➜If f(x) is continuous at a and b, then the definite integral is a continuous function.
➜If f(x) is differentiable at a and b, then the definite integral is a differentiable function.

FAQs
►What are the properties of definite integration?
►What is the king property of definite integration?
►What are the rules of definite integral?
►What are the properties of definite and indefinite integral?
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Видео Definite Integration Part 4 | Class 12 Math | JEE Main 2025 Preparation | LIVE |@InfinityLearn-JEE канала Infinity Learn JEE