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(Solved): Problem 3. Suppose A1,A2X. Prove or give a counterexample to: f(A1\A2)=f(A1)\f(A ...

$Problem 3. Suppose \( A_{1}, A_{2} \subset X \). Prove or give a counterexample to: \[ f\left(A_{1} \backslash A_{2}\right)=f$

Problem 3. Suppose

A_{1}, A_{2} ? X

. Prove or give a counterexample to:

f (A_{1} \ A_{2}) = f (A_{1}) \ f (A_{2})

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Given statement: if A1,A2?X

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