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(Solved): Simplify: a. \( 6 x \equiv 48(\bmod 36) \), b. \( 144 x \equiv 120(\bmod 42) \) C. \( 65 x ...

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$a. \( 6 x \equiv 48(\bmod 36) \), b. \( 144 x \equiv 120(\bmod 42) \) C. \( 65 x \equiv 91(\bmod 15) \)$

a. \( 6 x \equiv 48(\bmod 36) \), b. \( 144 x \equiv 120(\bmod 42) \) C. \( 65 x \equiv 91(\bmod 15) \)

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a.) given equation: 6x=48(mod36) The meaning of the mode is that it is adding to the giving value with the multiplication with integer. So by that we

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