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Question
How must \[y\] be treated while differentiating an implicit function with respect to \[x\]?
Options
As a function of \[y\] only.
As a function of \[x\].
As equal to \[x\].
As a constant.
MCQ
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Solution
In implicit differentiation, \[y\] depends on \[x\]. Thus, \[y\] must be treated as a function of \[x\] throughout the differentiation.
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