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Doodling in Math Class: Snakes + Graphs

Doodling in Math Class: Snakes + Graphs

http://www.youtube.com/watch?v=heKK95DAKms

Related:  Fractals and Tesselations

Fractal Tutorial Introduction - Amazing Seattle Fractals! How do you make fractals? Welcome to my fractal tutorial! How do you make fractals? This tutorial is designed to introduce you to the amazing world of fractal art. I will attempt to explain what a fractal is in layman terms, and then walk you through the process, step by step, getting you started in creating your own fractal art. Why I wrote this tutorial What does 0^0 (zero raised to the zeroth power) equal? Why do mathematicians and high school teachers disagree Clever student: I know! Now we just plug in x=0, and we see that zero to the zero is one! Advice from Somewhere ONE. Give people more than they expect and do it cheerfully. TWO. Marry a man/woman you love to talk to. As you get older, their conversational skills will be as important as any other. THREE.

Truth and Pretext Truth and Pretext by Olavo de Carvalho O Globo, Rio de Janeiro, May 27th. 2000 Translated by Daniel Brilhante de Brito ( Sceptics, relativists and pragmatists, who champion the idea that knowledge is something merely functional, operational have the grandest of pretences, namely that in a democracy rigorous, proven truth will undermine the health of the body politic. They suggest that if you claim to know the truth it is because you are utterly intolerant of adverse opinion.

Semi-regular Tessellations Regular tessellations use identical regular polygons to fill the plane. The vertices of each polygon must coincide with the vertices of other polygons. You can produce exactly three regular tessellations: Can you convince yourself that there are no more? Semi-regular tessellations (or Archimedean tessellations) have two properties:They are formed by two or more types of regular polygon, each with the same side lengthEach vertex has the same pattern of polygons around it. Here are two examples:

Weierstrass functions Weierstrass functions are famous for being continuous everywhere, but differentiable "nowhere". Here is an example of one: It is not hard to show that this series converges for all x. In fact, it is absolutely convergent. It is also an example of a fourier series, a very important and fun type of series. It can be shown that the function is continuous everywhere, yet is differentiable at no values of x.

Peanut Butter- S’Mores Turnovers Peanut Butter- S’Mores Turnovers I’m not much of a camper. My husband often takes my son on camping trips, and I happily stay behind and thank the gods for our bug-free house, cozy bed and well-stocked kitchen. How to Hunt Elephants MATHEMATICIANS hunt elephants by going to Africa, throwing out everything that is not an elephant, and catching one of whatever is left. EXPERIENCED MATHEMATICIANS will attempt to prove the existence of at least one unique elephant before proceeding to step 1 as a subordinate exercise. PROFESSORS OF MATHEMATICS will prove the existence of at least one unique elephant and then leave the detection and capture of an actual elephant as an exercise for their graduate students. COMPUTER SCIENTISTS hunt elephants by exercising Algorithm A: Go to Africa.

Passive Aggressive Notes - Funny Passive Aggressive Note There seems to be a trend towards not confronting our problems. People are, more and more, avoiding conflict and becoming passive aggressive in how they deal with it. Fortunately, sometimes that passive aggressive way of dealing with problems is funny, and sometimes those funny passive aggressive notes people like to leave behind get photographed. Which is your favorite passive aggressive note. The yellow sticky note was kind, the blue tape with the question on it was just asking for somebody named Dave to steal all of their tea and drink it. It’s a pretty big assumption that the person you’re leaving notes to is also a Christian.

JoSS: Journal of Social Structure Dean Lusher, dean.lusher@unimelb.edu.au Psychological Science University of Melbourne, Australia Robert Ackland, robert.ackland@anu.edu.au Australian Demographic and Social Research Institute The Australian National University, Australia Abstract: In this paper we propose relational hyperlink analysis (RHA) as a distinct approach for empirical social science research into hyperlink networks on the World Wide Web. Nerd Paradise : Divisibility Rules for Arbitrary Divisors It's rather obvious when a number is divisible by 2 or 5, and some of you probably know how to tell if a number is divisible by 3, but it is possible to figure out the division 'rule' for any number. Here are the rules for 2 through 11... The last digit is divisible by 2. The sum of all the digits in the number is divisible by 3. The last 2 digits are divisible by 4.

50 Life Secrets and Tips Memorize something everyday.Not only will this leave your brain sharp and your memory functioning, you will also have a huge library of quotes to bust out at any moment. Poetry, sayings and philosophies are your best options.Constantly try to reduce your attachment to possessions.Those who are heavy-set with material desires will have a lot of trouble when their things are taken away from them or lost. Possessions do end up owning you, not the other way around. Become a person of minimal needs and you will be much more content.Develop an endless curiosity about this world.Become an explorer and view the world as your jungle.

How to Visualize and Compare Distributions There are a lot of ways to show distributions, but for the purposes of this tutorial, I’m only going to cover the more traditional plot types like histograms and box plots. Otherwise, we could be here all night. Plus the basic distribution plots aren’t exactly well-used as it is. Before you get into plotting in R though, you should know what I mean by distribution. It’s basically the spread of a dataset.

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