For any {a},{b}\in{\mathbb{R}} , define a*b=\max{a,b} and aob=min (a,b). Then a*(boc)=a,b∊IR a*b=max(a,b),aob=min(a,b)=

Correct Answer is : (a*b)o(a*c)

AP ICET 2015 Paper

Question : 72 of 200

Marks: +1, -0

For any

{a},{b}∈{ℝ}

, define

a*b=\max{a,b}

and aob=min (a,b).
Then a*(boc)=a,b∊IR
a*b=max(a,b),aob=min(a,b)=

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