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Questions
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Target Exam
CUET
Subject
-- Mathematics - Section B1
Chapter
Applications of Derivatives
Question:
If \(x+2y=8\) then the maximum value of \(xy\) is
Options:
\(20\)
\(16\)
\(24\)
\(8\)
Correct Answer:
\(8\)
Explanation:
Let \(f(y)=(8-2y)y=8y-2y^{2}\) \(f^{\prime}(y)=8-4y,f^{\prime}(y)=0\Rightarrow y=2\hspace{7cm}\) Max \((f(y))=16-8=8\)
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