LESSON+PLANS+-+SEPTEMBER

=__Sept 4th - REVIEW CLASS__=

[| Algebra Review Questions.doc] [| AlgTestReview.doc]

=__Sept 10th - Modulus Argument Form__=



=__Sept 12th - Argand Diagram Tricks and De Moivre's Theorem__=

Using the Argand Diagram and Trig Identies is difficult area of Complex Numbers but patience and persistance will pay off. Please ask me to go through it with you again if you are at all confused. I can perhaps approach it with you from a different angle to assist your understanding.

[|This site][|]
is an excellent one for a general overview with problems and animations of how to convert to Polar Form from Cartesian Form

=__Sept 12th - Consolidate Argand Diagram and de Moivres Theorem__= Covered some more examples today as well as including a couple of new trig identities

=__Sept 12th - Consolidate Argand Diagram and de Moivres Theorem__= Covered some more examples today as well as including a couple of new trig identities HERE IS A VERY USEFUL DOCUMENT FOUND BY ALAN. CHEERS FOR THAT =__Sept 17th - Complex Roots__= Apologies as I was away ill this lesson. Try the video below, excuse the tired narration, it was recorded at 3am in the morning while trying to get a uncooperative baby to sleep.

[|complex Roots.wmv]
Here's one Aki recommended, he certainly appears to be a lot more awake then me (almost too awake) media type="youtube" key="rcJ1_3I2aFU" width="425" height="350" =__Sept 24th - Complex Number Quiz 1 (next one on Friday) + Review Sheet__= =__Sept 26th - Trig Identities__= Here is a useful video on a basic problem dealing with the use of the unit circle to solve for an angle. media type="youtube" key="uO8rqY2zQMk" width="425" height="350"

HOMEWORK
Page 140: Q10, 13 - 23 (odd) || Page 143: Q1 - 3, 5, 9 ||
 * Date || Topic || Homework ||
 * 24th Sept || Number & Algebra Review Sheet || [[file:ComplexMisReview.doc]] ||
 * 26th September || Trig Identities || Advanced Math
 * || 28th Sept || Compound Angle Rule || Advanced Math