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Mathematics: Inclusive, Connected, Empowering

 

Problem 1

S1:E1 Odds and Squares:  Getting to know mathematics; how we communicate about it, and where it actually exists.

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Mr. McKeague cc
Mr. McKeague
Mr. McKeague cc
Mr. McKeague
Mr. McKeague cc spanish language icon
Mr. McKeague
Julieta cc spanish language icon
Julieta
Problem 2

S1:E2 The Fibonacci Sequence: We extend the Fibonacci sequence, see where it occurs in the world around us, and then ask a couple of questions.

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Mr. McKeague cc
Mr. McKeague
Problem 3

S1:E3 The Book of Squares Fibonacci wrote the book of square around the year 1220, He introduces his sequence in the book. But the introduction to the book is interesting and covers something we looked at previously.

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Mr. McKeague cc
Mr. McKeague
Problem 4

S1:E4 Pascal's Triangle  We continue with Pascal's Triangle. Then we find that we can count in Chinese. Finally we find a connection between Pascal's Triangle and one of the sequences we developed earlier.

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Mr. McKeague cc
Mr. McKeague
Problem 5

S1:E5 Growth Mindset 1  Growth Mindset is a way of looking at how you learn and improve your skills in mathematics. In this video we describe Growth Mindset. In the next video we show how it looks in practice.

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Mr. McKeague cc
Mr. McKeague
Problem 6

S1:E6 Growth Mindset 2  This video show how Growth Mindset works in practice.

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Mr. McKeague cc
Mr. McKeague
Problem 7

S1:E7 Sophie Germain 1  Sophie Germain primes and Fermat"s Last Theorem.

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Mr. McKeague cc
Mr. McKeague
Problem 8

S1:E8 Sophie Germain 2  This video discusses the obsticles she had to overcome to take her place in network of research mathematicians of her time.

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Mr. McKeague cc
Mr. McKeague
Problem 9

S1:E9 Expressions, Formulas, and Fermat's Last Theorem  We use the information in the first Sophie Germain videos to extend our work with mathematics.

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Mr. McKeague cc
Mr. McKeague
Problem 10

S1:E10 Ramanujan, Hardy, and Littlewood  One of the more interesting stories in the history of mathematics. And it reinforces the idea that mathematics is inclusive, embracing diversity. Ramanujan and Hardy are as different as two people can be, yet their shared love of mathematics creates an incredibly close bond between them.

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Mr. McKeague cc
Mr. McKeague
Problem 11

S1 E11  Diversity and Inclusion are Good for Us  We look at what the people in our presentations have to say about each other.

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Mr. McKeague
Mr. McKeague