- Let Xo A C M Represent Respectively The Seed Multiplier Increment And Modulus Of A Linear Congruential Generator W 1 (29.18 KiB) Viewed 13 times
Let Xo, a, c, m represent respectively the seed, multiplier, increment, and modulus of a linear congruential generator w
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Let Xo, a, c, m represent respectively the seed, multiplier, increment, and modulus of a linear congruential generator w
Let Xo, a, c, m represent respectively the seed, multiplier, increment, and modulus of a linear congruential generator where Xi+1 = (aX₁ + c)mod(m), i = 0, 1, 2, 3, ... and the values X₁, a, c and m are all positive integers. It is known that m = 11 and Xo, a, c are less than 10. Moreover, it is also known that X₁ = 6, X₂ = 8, and X3 = 1. i) ii) Find the values of Xo, a and c. Determine the cycle of the generator. Find the values of X654- iii)