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June 15, 2015. You will notice from the Cantor set that if you work in base 3 of numbers, every number that exists in the set will not have the digit one in it whatsoever. Throughout the entire decimal you will only see numbers 2 and 0 because by taking out the middle third, you eliminate all digits with one in it. Are Cantor Set Countable? Differential Equations, Slope Fields, and Euler’s Method. June 10, 2015. II What is a Slope Field, and how is it useful? March 26, 2015. Anti-derivitives, definite in...

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June 15, 2015. You will notice from the Cantor set that if you work in base 3 of numbers, every number that exists in the set will not have the digit one in it whatsoever. Throughout the entire decimal you will only see numbers 2 and 0 because by taking out the middle third, you eliminate all digits with one in it. Are Cantor Set Countable? Differential Equations, Slope Fields, and Euler’s Method. June 10, 2015. II What is a Slope Field, and how is it useful? March 26, 2015. Anti-derivitives, definite in...
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zpattersoncalculus | zpattersoncalculus.wordpress.com Reviews

https://zpattersoncalculus.wordpress.com

June 15, 2015. You will notice from the Cantor set that if you work in base 3 of numbers, every number that exists in the set will not have the digit one in it whatsoever. Throughout the entire decimal you will only see numbers 2 and 0 because by taking out the middle third, you eliminate all digits with one in it. Are Cantor Set Countable? Differential Equations, Slope Fields, and Euler’s Method. June 10, 2015. II What is a Slope Field, and how is it useful? March 26, 2015. Anti-derivitives, definite in...

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Related Rates Problems | zpattersoncalculus

https://zpattersoncalculus.wordpress.com/2015/01/28/related-rates-problems

January 28, 2015. A related rate problem is a question that will ask for the calculation of the rate that a variable changes, based off of the rate another variable is known. Generally there are 5 steps to solving a related rate:. 1 Draw a picture of your problem. Drawing a picture can many times be overlooked but in a problems like these it can be extremely beneficial. 2 Give variables to unknown answers. Here is an example of a few related rates problems that I solved:. Leave a Reply Cancel reply.

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Anti-Derivitives, Definite Intervals, and U-Substitutions | zpattersoncalculus

https://zpattersoncalculus.wordpress.com/2015/03/26/anti-derivitives-definite-intervals-and-u-substitutions

Anti-Derivitives, Definite Intervals, and U-Substitutions. March 26, 2015. Anti-derivitives, definite intervals, and u-substitutions are all different ways common in calculus to solve complicated problems. Anti-Derivites are self explanatory, you find the reverse of your answer. You have to think backwards, about what you had to had have in order to get the answer provided. Here are my worksheets #66 and #67 (I was absent for #60):. Ii Why is d/. For u-substitution you can start out by taking out a part ...

3

Cantor Set | zpattersoncalculus

https://zpattersoncalculus.wordpress.com/2015/06/15/cantor-set

June 15, 2015. You will notice from the Cantor set that if you work in base 3 of numbers, every number that exists in the set will not have the digit one in it whatsoever. Throughout the entire decimal you will only see numbers 2 and 0 because by taking out the middle third, you eliminate all digits with one in it. Are Cantor Set Countable? Differential Equations, Slope Fields, and Euler’s Method. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:.

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Trigonometry | zpattersoncalculus

https://zpattersoncalculus.wordpress.com/2014/11/14/trigonometry

November 14, 2014. After we learned about the product and quotient rule we moved onto something new, trigonometry. We learned about the unit circle and went over how we can use things like the pythagorean theorem to figure out different lengths and coordinates of the circle. We discovered the coordinate of points on the circle and also what their radian was. The full unit circle is on my sheet here. Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:.

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Chain Rule | zpattersoncalculus

https://zpattersoncalculus.wordpress.com/2014/11/14/chain-rule

November 14, 2014. We learned a new differentiation rule today called the chain rule. The chain rule looks like this-. This formula was extremely helpful because it allows you to take derivatives of problems you didn’t even know where to start to try and take its derivative. Here is my work and on the second page is 8 problems that I solved using the chain rule. By now knowing the chain rule this opened a lot of new opportunities that we are currently going through and learning about.

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Mr Benson's classroom. What do you choose to think about? Skip to primary content. Skip to secondary content. Rarr; Student websites. Modeling gravity for multiple objects. 4T 2015 Keynote: Learning to Code and Coding to Learn! Topics for Art of Computing. Fractal trees with a gradient horizon. Simulating collisions in two dimensions. Hour of Code 2014. Art of Computing Project Showcase. 2016 - Mr. Benson's classroom. Proudly powered by WordPress. Weaver II Pro by WP Weaver.

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zpattersoncalculus

June 15, 2015. You will notice from the Cantor set that if you work in base 3 of numbers, every number that exists in the set will not have the digit one in it whatsoever. Throughout the entire decimal you will only see numbers 2 and 0 because by taking out the middle third, you eliminate all digits with one in it. Are Cantor Set Countable? Differential Equations, Slope Fields, and Euler’s Method. June 10, 2015. II What is a Slope Field, and how is it useful? March 26, 2015. Anti-derivitives, definite in...

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1008 - 23 Sheppard Avenue East. Toronto, ON M2N 0C8 CANADA. The University of Western Ontario. PhD, Applied Mathematics, Aug 2009. Thesis: Fixation Probability of Lytic Viruses. Advisor: Dr Lindi. M. Wahl. BSc, Mathematics, June 2006. Minor in Computer Science. The University of Western Ontario. MITACS Canada-Africa Biomathematics Summer Program Award: 2008. Graduate Thesis Research Award: 2007-2008. Faculty of Science Graduate Student Teaching Award: 2007. Western Graduate Research Scholarship: 2006-2009.

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