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(A) Prove or Disprove: If a ≡ B (Mod 5) a2b2(mod5)a ^ { 2 } \equiv b ^ { 2 } ( \bmod 5 )

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(a) Prove or disprove: If a ≡ b (mod 5), where a and b are integers, then a2b2(mod5)a ^ { 2 } \equiv b ^ { 2 } ( \bmod 5 ) (b) Prove or disprove: If a2b2(mod5)a ^ { 2 } \equiv b ^ { 2 } ( \bmod 5 ) where a and b are integers, then a ≡ b (mod 5).

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