2018 Grade
11 Enriched Outline (MCR3U6)
Pink topics are pure enrichment topics
Yellow topics are 11U topics, with more difficulty or rigor
Blue topics are 12U material required for MHF4U
Date

Topics &
Learning Goals

Homework

Oct 1^{st} Staff Mtg 
Introduction to Functions Watch the videos and try the examples using the CEMC courseware: http://courseware.cemc.uwaterloo.ca/
1.1. Relations & Functions (4 lessons; 18:24) Definitions: a function; notation; domain and range; composite functions. 1.2. Interval Notation and Definitions (6 lessons; 22:13) Instead of writing we can use the notation We will not be using this notation in our course. 1.3. Solving Linear Inequalities (5 lessons; 22:24) We will skip this. It is neither fun nor interesting. We also did it for homework already.
For this unit, you are expected to have graphing software in class. Optional, Textbook equivalent: P170177 for notes; P178181 for practice
Practice Set Min & Max Values 

2 
1.4. Graphing Five Base Functions (5 lessons; 24:24) Quadratic; square root; reciprocal; exponential; absolute value Handout, Summarizing Basic Functions (check answers) 1.5. Translations (4 lessons; 17:20)
Intro to graphing software. After today students are expected to have software installed at home and on their phones and tablets. If they need to graph, they should have software. Also, everyone should have graph paper. Lots & lots of graph paper. 

3 
1.6. Reflections (4 lessons; 19:30) 1.7. Stretches (4 lessons; 21:12)
Transformations of Functions  Discuss vs.  In general, vs. (Check out the graph done in Desmos using sliders.)
View some examples done in Desmos: · Parabola
Practice Set Quadratic Functions 

4 
1.8. Combining Transformations (5 lessons; 15:45) Textbook P240 #4, 712, 1619
Practice graphing examples of using Callum Moseleys software
Review Transformations of Functions


5 
1.9. Inverses (4 lessons; 22:26) 
Textbook P215 #1, 2, 5, 7, 9, 15, 16, 17, 20, 21 Practice Set Quadratic Functions II 
8 
Thanksgiving 

9 
5.1. Exponential Functions (4 lessons; 20:34) We did 5.2 already: Solving Exponential Equations (3 lessons; 11:22)
Properties of Exponential Functions (Notice the footer denoting sections 3.4 and 3.5 from the other Grade 11 textbook.) §3.4 #25, 10, 12, 16 §3.5 #13, 610, 18, 20, 23 Quiz transformations of functions 

10 
5.3. Modelling Exponential Behaviour (3 lessons; 17:07) 

11 
5.4. Logarithmic Functions (5 lessons; 20:44) 

12 
5.5. Properties & Laws of Logarithms (6 lessons; 28:23) 

15 Photo retake day 
5.6. Solving Exponential and Logarithmic Equations (4 lessons; 19:05)
Test 1 Corrections due · Submit at the beginning of class, attached to your test 

16 Interim Reports 
Review Functions & Relations
Review Transformations of Functions
· Combinations of Transformations (4) (answers printed on the page)
Review Inverses of Functions CEMC website, 1.9. Inverses, Exercises #17
Optional P246 253 Ch.3 Chapter Review 

17 
Logarithmic Functions 
There are 5 versions of the handout, Review Logarithms. Each version is the same with different numbers. Practice one version of the handout and do each question, but just the alternating letters like a, c, e, etc. 
19 
Test 2 Functions 
