Question 1 (6 points, a= 3, b= 3): Given these two Linear Congruential Generators (LCGS): X...

 

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Question 1 (6 points, a= 3, b= 3): Given these two Linear Congruential Generators (LCGS): X (9 X-1+3) mod 32 X (12 X-1+5) mod 32 a) Without computing any Xi values, which LCG will achieve its maximum cycle length and why? b) What are the two statistical properties that random numbers must satisfy? Question 1 (6 points, a= 3, b= 3): Given these two Linear Congruential Generators (LCGS): X (9 X-1+3) mod 32 X (12 X-1+5) mod 32 a) Without computing any Xi values, which LCG will achieve its maximum cycle length and why? b) What are the two statistical properties that random numbers must satisfy?