Sunday, December 6, 2015

Blog Post #6

1. Graphs/Functions where derivatives do not exist: Absolute Value, Asymptotes, Cusps and Jumps
Image result for absolute value functionImage result for cusp in a graph
2. Implicit Differentiation

  •     Step One: Determine the variable you are using for your differentiation.
  •     Step Two: Find the derivative in relation to the variable chosen. (If you find the derivative of a term with another variable, you must multiply that derivative by the change in that variable over the change of the original variable that you chose.) 
3. The most important thing to remember in a rate related problem is to know which variable you are regarding to.

5 comments:

  1. I like your pictures; they remind me of my blog post. Additionally, I like how question 2 was in steps. That helped me understand it better than in paragraph format. Scholarly work.

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  2. Your first pictures looks familiar. I also agree that the variable in which you are regarding to is the most important thing to remember in a rate related problem. good work lad

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  3. Your first pictures looks familiar. I also agree that the variable in which you are regarding to is the most important thing to remember in a rate related problem. good work lad

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  4. Matt did the same comment twice
    ...
    but the steps of implicit differentiation could be a little more thorough

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  5. Very well explain. My only complaint is that you could be a funnier human.

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