This eBook introduces the subject of integration, starting by introducing integration as the inverse of differentiation, with a twist or two. We then introduce the indefinite integral and its constant of integration, and go on to introduce the definite integral. As well as this, we provide ample examples and illustrations to illuminate the prose. We go on to introduce trapeziums linear interpolation and “The Trapezium Rule” as methods for calculating definite integrals as the approximate area under a curve. Further, we include an extensive selection of questions for the student to enjoy.
This eBook introduces the subject of integration, starting by introducing integration as the inverse of differentiation, with a twist or two. We then introduce the indefinite integral and its constant of integration, and go on to introduce the definite integral. As well as this, we provide ample examples and illustrations to illuminate the prose. We go on to introduce trapeziums linear interpolation and “The Trapezium Rule” as methods for calculating definite integrals as the approximate area under a curve. Further, we include an extensive selection of questions for the student to enjoy.
![High (Secondary School) Grades 11 & 12 - Math -Integration I - Ages 16-18' eBook](http://vs-images.bn-web.com/static/redesign/srcs/images/grey-box.png?v11.11.4)
High (Secondary School) Grades 11 & 12 - Math -Integration I - Ages 16-18' eBook
![High (Secondary School) Grades 11 & 12 - Math -Integration I - Ages 16-18' eBook](http://vs-images.bn-web.com/static/redesign/srcs/images/grey-box.png?v11.11.4)
High (Secondary School) Grades 11 & 12 - Math -Integration I - Ages 16-18' eBook
Product Details
BN ID: | 2940044397514 |
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Publisher: | Dr John Kelliher |
Publication date: | 03/22/2013 |
Sold by: | Smashwords |
Format: | eBook |
File size: | 1 MB |