In this lesson we talk about how to find the area bounded by 2 curves using definite integrals.
In this lesson we talk about how you can find the area between the curve and the x axis if the curve goes through the x axis.
In this lesson we continue with finding the area under the curve, only this time the curve is below the x axis.
In this lesson we learn how integrating an equation will give us an equation for calculating the area under the curve. We then use definite integrals to find the area under a curve between specific x coordinates.
This is a much easier way to integrate composite functions than U-Substitution. https://www.youtube.com/watch?v=fKO6S7n6IpE
In this lesson we start integrating composite functions. Make sure you have completed the differentiation of composite functions tutorials (under year 11 Maths B on the website magicmonktutorials.com) if you want to do this tutorial, since this tutorial is mainly working backwards from the chain rule (by inspection). Visit www.magicmonktutorials.com for printout of this lesson, …
In this quick tutorial you learn how to calculate what c is in your integral.
In this lesson we talk about how anti-differentiation means the same thing as integration. We then show you some more complicated examples of integration that requires you to use the index laws to change terms in surd form to index form and moving variables from the denominator to the numerator by changing the power sign …
Having done all of the beginning calculus tutorials on differentiation, we now move onto anti-differentiation – the opposite of differentiation. Worksheets containing practice questions and answers available here: http://magicmonktutorials.com/videoli…
In this quick tutorial, we learn how to use Geogebra to differentiate and integrate functions. A good way to check your answers and to improve your understanding, as you will be able to see a graph and its derivatives or integrals on the same axis. A must-have tool for anyone learning calculus.