Episodes
![Find zeroes and factors of polynomials](https://pbcdn1.podbean.com/imglogo/ep-logo/pbblog109077/mathbackground.jpg)
Wednesday Jun 12, 2013
Find zeroes and factors of polynomials
Wednesday Jun 12, 2013
Wednesday Jun 12, 2013
In this example we use the rational root theorem and synthetic substitution to find the zeros and factors of a polynomial to the third degree.
![Verifying Trigonometric Identities 2](https://pbcdn1.podbean.com/imglogo/ep-logo/pbblog109077/mathbackground.jpg)
Tuesday Jun 11, 2013
Verifying Trigonometric Identities 2
Tuesday Jun 11, 2013
Tuesday Jun 11, 2013
In this episode, there are 2 examples of verifying trig identities that I would rate on the more difficult side. More advanced strategies are needed such as factoring and finding a common denominator. While that sounds easy, it is often difficult to see when verifying trig identities.
![Verifying Trigonometric Identities](https://pbcdn1.podbean.com/imglogo/ep-logo/pbblog109077/mathbackground.jpg)
Tuesday Jun 11, 2013
Verifying Trigonometric Identities
Tuesday Jun 11, 2013
Tuesday Jun 11, 2013
In this episode, we look at verifying trig identities. There are 3 examples that I would rate on the easier side. You need to start somewhere.
![What is a Podcast?](https://pbcdn1.podbean.com/imglogo/image-logo/109077/mathbackground_300x300.jpg)
Thursday Jul 22, 2010
What is a Podcast?
Thursday Jul 22, 2010
Thursday Jul 22, 2010
This podcast is not about math. This is just a simple explanation of what a podcast is. I have created this podcast to help my students learn more about podcasts. They will eventually help me make more math podcasts. I am very much so looking forward to this project.
![Solve a quadratic equation by using substitution 2](https://pbcdn1.podbean.com/imglogo/image-logo/109077/mathbackground_300x300.jpg)
Monday Mar 22, 2010
Solve a quadratic equation by using substitution 2
Monday Mar 22, 2010
Monday Mar 22, 2010
Here is another example how to use substitution to solve a quadratic equation. Now I know that there are other ways to solve this particular example (squaring both sides), but I wanted to show that substitution is a good way to solve a quadratic equation.