ROSEDALE HEIGHTS SCHOOL OF THE ARTS

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					       ROSEDALE HEIGHTS SCHOOL OF THE ARTS
                                        Grade 11, College
             Foundations for College Mathematics (College Preparation)
                                     MBF3C1

Course Description/Rationale/Overview:
This course enables students to broaden their understanding of mathematics as a problem
solving tool in the real world. Students will extend their understanding of quadratic relations;
investigate exponential growth; solve problems involving compound interest; solve financial
problems connected with vehicle ownership; develop their ability to reason by collecting,
analyzing and evaluating data involving one variable; connect probability and statistics and solve
problems in geometry and trigonometry. Students will consolidate their mathematical skills as
they solve problems and communicate their thinking.

1. Trigonometry (9 periods)                       2. Quadratic Functions ( 18 periods)
Primary trig ratios                               Expanding Binomials
Using trig to find lengths and angles             Factoring Simple Trinomials
Problem solving using trig ratios                 x – intercepts of a quadratic relation
Angles of elevation, depression, inclination      Solving Problems
The sine law                                      Modelling with Quadratic Relations
The cosine law                                    The Quadratic Relation, y = ax2
Problem solving using laws (acute angles)         The Quadratic Relation, y = ax2 + k
                                                  The Quadratic Relation, y = a(x-h)2
                                                  Pulling it all together y = a(x-h)2 + k
                                                  Interpret Graphs of Quadratic Relations
3. Exponential Functions ( 10 periods)            4. Finance ( 15 periods)
Exponent Rules                                    Simple and compound interest
Zero and negative exponents                       Present Value
Investigating exponential relationships           Loans and investments (TVM or more practice)
Exponential relations                             Savings & Investment Alternatives
Modeling growth and decay (TI83)                  Credit Cards
Solving Problems                                  Buying & Operating a Vehicle
5. Probability ( 7 periods)                       6. Statistics ( 10 periods)
Probability Experiments                           Sampling Techniques
Theoretical Probability                           Collect,Analyse and Display Data
Compare Exp. and theoretical                      Measures of central tendency
Interpret info involving probability              Measures of spread
                                                  Common Distributions
7. Geometry in Design (12 periods)
Metric/Imperial Conversions - Polygons, Tessellations - Golden Ratio - Scale Models, Isometric,
Isometric Perspective Drawings - Orthographic Drawings – Plans - Polyhedrons, Nets Scale
Models - Solving Problems with Constraints


Report Card              Term Work                   Mid Term                    Final                   Final Mark
                                                       Exam                    Evaluation
   November                     100%                                                                           100%
   February                      70%                       30%                                                 100%
 April (Interim)                 80%                       20%                                                 100%
      June                       60%                       10%                        30%                      100%



     ASSESMENTS STRATEGIES                                                          FINAL MARK


Quizzes                                                        Year’s Work: 70%
Tests                                                          Final Summative Evaluation 30 %
Assignments (such as homework)
Group Work
Technology Based Tasks
Examinations



Late Assignments
Late assignments must be accompanied with a note signed by a parent or guardian
stating the reason for late submission. The note must list the due date of the
assignment and the actual date of submission.
If an assignment is handed in after it has been taken up/handed back, the student
may not receive a mark for it.

Missed Tests
It is the student’s responsibility to make arrangements, ahead of time, for any
tests/quizzes that are missed. If a student misses a test/quiz for an unforeseen
reason such as illness, the student must bring a note signed by a parent or guardian and be
prepared to write the test/quiz immediately upon return to school.
    ---------------------------------------------------------------------------------------------------------------------
                              Please return this section to your Mathematics Teacher



Student Name (print) ________________________________________________________________




Student signature: ____________________________________________                             Date: ______________
Parent/Guardian signature:   ________________________   Date: ______________

				
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posted:8/26/2011
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