A intersection (B-C)=(A intersection B)-C
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How do you prove that A intersection (B-C) = (A intersection B)-(A intersection C)?
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How do you prove that A intersection (B-C) = (A intersection B)-(A intersection C)?
Two sets are equal if both are subsets of each other.
Let x∈A∩(B−C).
⇒x∈A and x∈(B−C)⇒x∈B and x∉C.
⇒x∈A∩B and x∉A∩C⇒x∈A∩B−A∩C.
⇒A∩(B−C)⊂A∩B−A∩C.
Let x∈A∩B−A∩C.
⇒x∈A∩B and x∉A∩C.
⇒x∈A,x∈B and x∉C.
⇒x∈A and x∈B−C.
⇒x∈A∩(B−C).
⇒A∩B−A∩C⊂A∩(B−C).
⇒A∩(B−C)=A∩B−A∩C.
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