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z. 100. An Introduction to Partial Derivatives. 10. y. 10. x. Greg Kelly, Hanford High School, Richland, Washington. When we have functions with more than one variable, we can find partial derivatives by holding all the variables but one constant. z. 100. 10. y. 10. x.

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  1. z 100 An Introduction to Partial Derivatives 10 y 10 x Greg Kelly, Hanford High School, Richland, Washington

  2. When we have functions with more than one variable, we can find partial derivatives by holding all the variables but one constant. z 100 10 y 10 x (eff sub ecks) Note: is also written as

  3. would give you the slope of the tangent in the plane y=0 or in any plane with constant y. z 100 10 y 10 x In other words, how is changing one variable going to change the value of the function?

  4. Mixed variables are also possible: Both answers are the same! p

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