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Intro to Probability
- Lecture notes • 3 pages • 2020
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Goes over The beginning of Chapter 4 in the book, Introduction to probability. Explains common experiments and outcomes.
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Set Theory
- Lecture notes • 2 pages • 2020
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Goes over the beginning of Chapter four in the textbook, including set theory and different notations.
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Section 3.3C Geometric Constructions
- Lecture notes • 4 pages • 2020
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Goes through the last of the Geometric Proofs from the last section as well as how to make geometric constructions from just a straight edge and compass.
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Section 3.3B Geometric Proofs
- Lecture notes • 5 pages • 2020
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Goes over Section 3.3B in the textbook and demonstrates how to write a geometric proof. The first HW Review section goes over problems from a separate worksheet not from the textbook.
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Geometric Theorems
- Lecture notes • 5 pages • 2020
- Available in package deal
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- £4.49
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Going over section 3.3A in the course textbook and investigates Geometric Theorems and examples.
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Section 2.2 Divisibility, Counting Divisors
- Lecture notes • 6 pages • 2020
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First few pages dedicated to answering questions on pages 14 and 24 of the book. Then goes into section 2.2 on Divisibility and Counting Divisors.
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Divisibility Rules, Section 2.1 Number Theory
- Lecture notes • 3 pages • 2020
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Goes over divisibility rules as well as Carl Gauss and number theory
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Section 1.1- What is Mathematics? Section 1.2- Problem Solving
- Lecture notes • 2 pages • 2020
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- Free
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Takes a look at "How to Solve it" by George Polya and what comes to mind when we hear the word 'mathematics'
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