Give one example for integers a,b and c such thata≠b≠c, but a÷(b÷c)= (a÷b)÷c.
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let A={x,y,z}B={a,b,c}andC={m,n,o}
Such that
A∈B⟹B={a,b,c,x,y,z} and
B∈C⟹C={a,b,c,x,y,z,m,n,o}
As such A∈C.
but watch! if A is an empty set i.e A={}
then C={a,b,c,m,n,o}
⟹A∉C.
Else for three sets A, B, and C such that A ϵ B, B ϵ C, and A ∉ C, A must be 0 or {} i.e empty set.?
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