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Integrals are the values of the function found by the process of integration. It can be thought of as the process of getting f(x) from f'(x), the derivative.
Integration is absolutely fundamental for developing an understanding of calculus. It can be used to solve complex problems in mathematics and physics, especially those involving calculations of area in nontraditional shapes or curves, or to calculate the volumes of solids. In kinematics, integrals might be used to solve for displacement, velocity, and/or time. In probability, they may be be used to determine the chances of a variable landing within a certain range.
Trapezium Rule: Introduction
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13:21 |
Trapezium Rule: Example
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10:15 |
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Integration Method
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07:28 |
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Integration Method: Example 1
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04:53 |
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Integration Method: Example 2
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07:00 |
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Basic Integration: Exercise 1
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01:55 |
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Basic Integration: Exercise 2
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01:24 |
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Basic Integration: Exercise 3
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08:57 |
| Quiz for course „Basic Integration“ |
Batool Akmal is the founder of A-level Maths Cardiff; a mathematics tuition and revision company in Wales, UK.
She obtained her Mathematics and Physics Degree, and Postgraduate Certificate in Education from Cardiff University.
She was the Director of the Honours Programme at St. David’s Catholic College from 2012 to 2016 and Head of Numeracy from 2017-2019.
Within Lecturio, Batool Akmal teaches courses on Calculus.
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