please explain the method of integration
Asked by varonika
| 5th Oct, 2010,
12:00: AM
Dear Student,
Given a function ƒ of a variable x in an interval [a, b] , the definite integral

is defined informally to be the net signed area of the region in the xy-plane bounded by the graph of ƒ, the x-axis, and the vertical lines x = a and x = b.

once an antiderivative F of ƒ is known, the definite integral of ƒ over that interval is given by

- There are various rules to find the 'anti-derivative' of a function f(x), that are used to calculate the value of an integral.
We have explained 'Integration' in general. Please let us know where specifically are you having problem in the topic, so thta we can sort out that specific doubt of yours.
Regards
Team
TopperLearning
Dear Student,
Given a function ƒ of a variable x in an interval [a, b] , the definite integral
is defined informally to be the net signed area of the region in the xy-plane bounded by the graph of ƒ, the x-axis, and the vertical lines x = a and x = b.
once an antiderivative F of ƒ is known, the definite integral of ƒ over that interval is given by
- There are various rules to find the 'anti-derivative' of a function f(x), that are used to calculate the value of an integral.
We have explained 'Integration' in general. Please let us know where specifically are you having problem in the topic, so thta we can sort out that specific doubt of yours.
Regards
Team
TopperLearning
Answered by
| 5th Oct, 2010,
06:15: PM
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