Generate 10 random integers using Linear congruential method where m=1 | Simulation and Modeling 2080

Simulation and Modeling20805 marksNumerical: linear congruential methodMethods of generation of Random Number

Generate 10 random integers using Linear congruential method where $m=1000$ , $a=19$ , $c=6$ and $X_0=13$ . [5]

Generate 10 random integers using Linear congruential method where $m=1000$, $a=19$, $c=6$ and $X_0=13$. [5]

Parameter Value ------------------ Modulus $m$ 1000 Multiplier $a$ 19 Increment $c$ 6 Seed $X0$ 13 Number of random integers required: 10 $X{n+1} = (aXn + c) \bmod m = (19Xn + 6) \bmod 1000$ Since $c \neq 0$ , this is the mixed (linear) congruential method. --- $X1$ :

Parameter Value ------------------ Modulus $m$ 1000 Multiplier $a$ 19 Increment $c$ 6 Seed $X0$ 13 Number of random integers required: 10 $$X{n+1} = (aXn + c) \bmod m = (19Xn + 6) \bmod 1000$$ Since $c \neq 0$, this is the mixed (linear) congruential method. --- $X1$:

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Generate 10 random integers using Linear congruential method where m=1000, a=19, c=6 and X0=13.