A binary operation \(*\) is defined over the set of real numbers such that \(m * n=m+n+2\) and \(m \odot\) \(n=m-n+1\). Which of the following equations is not true? - SchoolNGR

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A binary operation \(\) is defined over the set of real numbers such that \(m ...

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Mathematics

A binary operation \(*\) is defined over the set of real numbers such that \(m * n=m+n+2\) and \(m \odot\) \(n=m-n+1\). Which of the following equations is not true?

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A \(a *(b * c)=(a * b * c\)
B \(a *(b * c)=(a * c) * b\)
C \(a \odot(b \odot c)=(a \odot b) \odot c\)
D \(a *(b \odot c)=(a * b) \odot c\)

Correct Answer: Option C

Explanation:

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