=(n⊕ q]⊕p (Using, m ⊕ p=n)
=q ⊕p (Using, n ⊕q=q)
=r (Given, q ⊕p=r)
m⊕p=nm⊕p=n n⊕r=mn⊕r=m n⊕q=qn⊕q=q p⊕q=pp⊕q=p q⊕p=rq⊕p=r If the relations shown hold for the operation ⊕ and the numbers m, n, p, q, and r, then [(m⊕p)⊕q]⊕p=[(m⊕p)⊕q]⊕p= Print
Modified on: Tue, 12 Oct, 2021 at 1:03 PM
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