February 2012
tommy's tenacious tumblr: What I've Learned About... →
tmac721: …Not only do smart people ask questions when they don’t understand something, but they also ask questions when the world thinks it understands something. Smart people challenge the very limit of human understanding, and push the envelope of what’s possible farther than many people would argue it’s meant to be pushed. Smart people don’t take claims at face value, and smart people...
Feb 17th
521 notes
Feb 5th
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Feb 4th
Feb 3rd
WatchWatch
Evernote for education webinar (by Ronald Toledo)
Feb 2nd
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January 2012
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December 2011
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Dec 10th
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Dec 10th
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Dec 7th
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November 2011
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Nov 15th
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Nov 15th
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Nov 15th
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Nov 8th
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Nov 2nd
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Nov 2nd
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Nov 2nd
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Nov 2nd
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Nov 1st
October 2011
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Oct 11th
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Oct 11th
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Oct 11th
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September 2011
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August 2011
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Aug 22nd
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Aug 21st
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"...hurts my head the most."
geneselia: I guess I’ll skip the first page of my calculus homework. It’s the one that hurts my head the most.
Aug 20th
6 tags
Warning: Math Joke ahead.
justajournalblog: Sorry, I found a really funny (at least to me) math joke. You can judge all you want, but I’ll still love Calculus. There’s a big calculus party, and all the functions are invited. ln(x) is talking to some trig functions, when he sees his friend ex sulking in a corner.  ln(x): “What’s wrong ex?” ex: “I’m so lonely!”  ln(x): “Well, you should go integrate yourself into the...
Aug 19th
84 notes
8 tags
I'm falling in love with Calculus
kisskissbanggbangg: I love the visualizing that comes with this and how all the other branches of it tie together.  It’s like I didn’t spend all those days in class for nothing. 
Aug 18th
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Aug 17th
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Aug 16th
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Aug 14th
July 2011
Linear Equations
wishxbone: Math class is easy again :’D Nuff said?
Jul 31st
Jul 30th
Dual Tessellation
wellandalive: Dual Tessellation The dual of a regular tessellation is formed by taking the center of each polygon as a vertex and joining the centers of adjacent polygons. The triangular and hexagonal tessellations are duals of each other, while the square tessellation it its own dual. Williams (1979, pp. 37-41) illustrates the dual tessellations of the semiregular tessellations.
Jul 30th
Jul 29th
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