Given that \(a * b=a b+b+a\) and \(a^{0} b=1+b+a\). Find \((a \cdot b)^{\circ}(a+c)\). if \(a, b, c\) are real numbers. - SchoolNGR

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Given that \(a * b=a b+b+a\) and \(a^{0} b=1+b+a\). Find \((a \cdot b)^{\circ}(a+c)\). ...

Given that \(a * b=a b+b+a\) and \(a^{0} b=1+b+a\). Find \((a \cdot b)^{\circ}(a+c)\). if \(a, b, c\) are real numbers.

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A A c+a b+b c+b+c+1
B A c+a b+a+c+2
C A c+a b+2 a+b+c+1
D A c+a b+b c+b+c+2

Correct Answer: Option C

Explanation:

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