A Mathematics Sampler notes

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.

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.

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.

Going over section 3.3A in the course textbook and investigates Geometric Theorems and examples.

Goes over the beginning of Chapter four in the textbook, including set theory and different notations.

Goes over The beginning of Chapter 4 in the book, Introduction to probability. Explains common experiments and outcomes.

Takes a look at "How to Solve it" by George Polya and what comes to mind when we hear the word 'mathematics'

Goes over divisibility rules as well as Carl Gauss and number theory

Goes over the beginning of Chapter four in the textbook, including set theory and different notations.

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.

Goes over divisibility rules as well as Carl Gauss and number theory

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.

Goes over The beginning of Chapter 4 in the book, Introduction to probability. Explains common experiments and outcomes.

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.

Going over section 3.3A in the course textbook and investigates Geometric Theorems and examples.

Takes a look at "How to Solve it" by George Polya and what comes to mind when we hear the word 'mathematics'