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The Pseudo-Random Number Generator Equation Given By Xi=mod[(12345Xi1+67),10000]X _ { i } = \bmod \left[ \left( 12345 X _ { i - 1 } + 67 \right) , 10000 \right]

question 5

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The pseudo-random number generator equation given by Xi=mod[(12345Xi1+67),10000]X _ { i } = \bmod \left[ \left( 12345 X _ { i - 1 } + 67 \right) , 10000 \right] with the seed X0=999 produced X1=2722 and X2=3157. The values for R2S1 and RBS2 are X _ { 0 } = 999 \text { produced } X _ { 1 } = 2722 \text { and } X _ { 2 } = 3157 \text {. The values for } R ^ { 2 } S _ { 1 } \text { and } \mathrm { RBS } _ { 2 } \text { are } _______.

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