DescriptionThis course consists of the following three topics which emphasizes problem solving at all stages of the learning process.
AlgebraSystems of linear inequalities (including polygon of constraints and optimal solutions); graphs of real-variable functions (absolute value, step, square root, rational, exponential, logathermic and trigonometric); sums, difference, product, quotient and composition of functions; inverse functions; solving equations and transforming algebraic expressions involving absolute values, square roots, exponents, logatherithms, trigonometry, and systems of linear and quadratic inequalities; equations of loci and straight lines, circles, ellipses and hyperbolas; principal elements and a conic section (centre, radius, directrix, vertices, foci, minor axes, symptotes.
Geometry
Theorems of circles and right triangles, vector
operations (addition, multiplication by a scalar, dot product); simple proofs using vectors.
Statistics
Measures of dispersion (range, interquartile range, mean deviation, standard deviation, Z-score); estimate and interpret liner regression line correlation coefficient.
Textbook LinksSome 536 Textbook Links
Nelson Mathematics textbook Site [
Link]
Chapter SummariesSome 536 Chapter Summaries
Reflections Chapter 1 Summary [
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Reflections Chapter 2 Summary [
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Reflections Chapter 3 Summary [
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Reflections Chapter 4 Summary [
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Reflections Chapter 5 Summary [
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Reflections Chapter 7 Summary [
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Reflections Chapter 8 Summary [
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Topic Summaries536 Independent Study Unit on Statistics
Measures of Dispersion [
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Correlation [
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The Real Truth [
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Correction Guide [
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Student WorksheetsSome 536 Student Worksheets
Vectors [
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ExamsSome 536 Exams
June Exam Review [
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June Exam Review Correction Guide [
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Sample Exam [
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