Correspondence Math 30 Pure Updates

Jim Reed's and Shannon Sookochoff's Math 30 Pure Correspondence Course Updates

Ms. Shannon Sookochoff is your teacher. (Until April, 2011, she is team teaching your course with Mr. Jim Reed.) Please see the course information posted at shannon.sookochoff.wordpress.ca.
You are asked to contact Shannon as soon as possible. Please use the contact information provided at shannon.sookochoff.wordpress.ca.

Mr. Reed's Math 30 Pure Website

LearnAlberta Online Lessons - Alberta students may get the userID/password from their instructor.

Formula Sheet - may be used with all course assignments and final exam. Print a copy and use regularly. The digital copy has links to formula notes that may help make the printed copy even more useful.

TI-83 Calculator

ExamBank - contact your teacher for UserID/password

Math 30 Projects - August 2008 - Farming in Alberta

Module 1 Module 2 Module 3 Module 4 Module 5A Module 5B Module 6 Module 7

Module 1: Transformations

Overview (Trigonometry Applet)
Assignment Booklet 1A: Support for pages 1-2; questions 1-5
Assignment Booklet 1A: Support for pages 3-5; questions 6-8
Assignment Booklet 1A: Support for pages 5-6; questions 9, 11
Assignment Booklet 1A: Support for pages 6-7; questions 10, 12-13
Assignment Booklet 1A: Support for page 8; question 14
Assignment Booklet 1B: Support for pages 1-4, questions 1-5: Translations Stretches Reflections
Assignment Booklet 1B: Support for page 4, question 6
Assignment Booklet 1B: Support for page 5, questions 1-2: Translations Stretches Reflections
Assignment Booklet 1B: Support for pages 5-6, question 3
Assignment Booklet 1B: Support for pages 7, questions 4
Assignment Booklet 1B: Support for page 8; question 5

Note 1: Assignment Booklet 1A; page 8, question 14.

Stretching about the line x = 4 is the unique part of this question. A similar question can be found: Example 2
- In most of this course you would be completing a horizontal stretch about the line x = 0 (the y-axis). What you need to do in this question is:
  1. move the graph 4 units to the left so the center of the graph shifts from x = 4 to x = 0 (the y-axis). The horizontal translation component of the standard form of the equation is (x - h), h is the horizontal translation. Replace x with (x - h). Note the critical piece is toknow whether a shift 4 units to the left is (x - 4) or (x + 4). Example 2 should help.
  2. stretch the graph horizontally by a factor of 2. If the horizontal stretch factor is 2, what do you replace x with? Example 2 should help.
  3. return the graph to the original position by moving the graph 4 units right. Note the critical piece is toknow whether a shift 4 units to the rigth is (x - 4) or (x + 4). Example 2 should help.

Diploma Exam

Mr. Reed's Homepage