Question: The cumulative distribution function for a continuous variable with range from -3 to 4 is given below: F(x): 0, -IN-IN X = 1 X +-

The cumulative distribution function for a continuous variable with range from -3 to 4 is given below: F(x): 0, -IN-IN X = 1 X +- 32 x-3 -3 4 We develop the random variate generator for the continuous variable. The random variate generator is shown below: 6(R - 0.5) 32(R - 0.5) Given the above random variate generator, generate one random variate with the random number R = 0.54

The cumulative distribution function for a continuous variable with range from -3 to 4 is given below: F(x)=0,21+6x,21+32x2,1,x334 We develop the random variate generator for the continuous variable. The random variate generator is shown below: X={6(R0.5)32(R0.5) Given the above random variate generator, generate one random variate with the random number R=0.54

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