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For a = 10, b = 16, c =4, it is the case that ac = bc (mod 3). Does Congruence Divide allow us to

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For a = 10, b = 16, c =4, it is the case that ac = bc (mod 3). Does Congruence Divide allow us to assert that a = b (mod 3)? O (a) Yes O (b) NoGiven that 3739 E 15 (mod 19), what is the remainder when 3739 is divided by 1!]. Remainder = H?

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