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www.math30.ca. Mathematics 30-1 & Pre-Calculus 12. Table of Contents. Unit 1: Polynomial, Radical, and Rational Functions. 7:45 (16 days) Lesson 1: Polynomial Functions Lesson 2: Polynomial Division Lesson 3: Polynomial Factoring Lesson 4: Radical Functions Lesson 5: Rational Functions I Lesson 6: Rational Functions II.
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An illustration of an open book. Books. An illustration of two cells of a film strip. Video An illustration of an audio speaker.. Mathematics 30-1. Publication date 2013 Topics Mathematics -- Alberta -- Examinations, questions,. EPUB and PDF access not available for this item.
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Mathematics 30-1 & Pre-Calculus 12. Table of Contents. Unit 1: Polynomial, Radical, and Rational Functions. 7:45 (16 days) Lesson 1: Polynomial Functions Lesson 2: Polynomial Division Lesson 3: Polynomial Factoring Lesson 4: Radical Functions Lesson 5: Rational Functions I Lesson 6: Rational Functions II.
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Mathematics 30-1 24 8 3 Mathematics 30-2 24 8 2 Each of these diploma exams is developed to be completed in 3 hours; however, you may take. electronic devices, papers, notes, textbooks, or blank paper for rough work are allowed. A ruler, protractor, and highlighter may be used for math exams. A formula sheet is included in the math
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Teachers are encouraged to share the contents of this document with students. If you have comments or questions regarding this document, please contact Delcy Rolheiser, Mathematics 30-1 Exam Manager, by email at [email protected], or by phone at (780) 415-6181 (dial 310-0000 to be connected toll free).
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Mathematics 30-1 Practice Test Alberta ducation, Proincial Assessment 5 Use the following information to answer question 3. The point A(2, 1) is on the graph of y = f(x).The graph is stretched horizontally about the y-axis and then translated so that the new graph passes through the corresponding point A′(8, 1).The equation of the new function can be written in the form y = f`jmx() - 2 .
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2 ADLC Mathematics 30-1 Practice 7.2A Now, try what you have learned so far. Turn to pages 58 and 59 in Pre-Calculus 12 and do questions 1 to 7, 10a to 10c, and 12. You may check your practice work by turning to the Appendix section of the Module. Question 1, page 58 My solution My corrections if needed Question 2, page 58