Prove that - A - B - B - C and C - A - A - C-

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Prove that : ...

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Prove that : $A \subseteq B, B \subseteq C a n d C \subseteq A \Rightarrow A = C$ .

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Similar questions

A \cup B = A \cup C

A \cap B = A \cap C

B = C

If A, B and C be the sets such that $A \cup B = A \cup C$ and $A \cap B = A \cap C$ then prove that B= C

Prove that : (i) $(A \cup B) \times C = (A \times C) \cup (B \times C)$

(ii) $(A \cap B) \times C = (A \times C) \cap (B \times C) .$

|\begin{matrix} a & b - c & c - b \\ a - c & b & c - a \\ a - b & b - a & c \end{matrix}| = (a + b - c) (b + c - a) (c + a - b)

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