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implicit differentiation

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implicit differentiation [im′plis·it ‚dif·ə‚ren·chē′ā·shən]
(mathematics)
The process of finding the derivative of one of two variables with respect to the other by differentiating all the terms of a given equation in the two variables and solving the resulting equation for this derivative.


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a) Use implicit differentiation to show that x+2y = 0 b) Find coordinates of the points A and B.
In ComG2, students were introduced to the idea of derivative by means of the differentiation from the first principle, rules of differentiation, implicit differentiation, and parametric differentiation in the class.
 
 
 
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