Generate Three Sets Standard Uniform Random Values R1 Rzand R3 Consisting 10 000 Values Ne Q43853951
Using R studio Please attach the r code as well
Generate three sets of standard uniform random values, r1, rzand r3, each consisting of 10,000 values. Next, calculate the random value x according to the following formula: x= -Ln(rir2r3). Investigate the probability distribution of X by doing the following: 1. Create a relative frequency histogram of X. 2. Select a probability distribution that, in your judgement is the best fit for X. 3. Support your assertion above by creating a probability plot for X. 4. Support your assertion above by performing a Chi-squared test of best fit with a 0.05 level of significance. 5. In the word document, describe your methodologies and conclusions. 6. In the word document, explain what you have learned from this experiment. Show transcribed image text Generate three sets of standard uniform random values, r1, rzand r3, each consisting of 10,000 values. Next, calculate the random value x according to the following formula: x= -Ln(rir2r3). Investigate the probability distribution of X by doing the following: 1. Create a relative frequency histogram of X. 2. Select a probability distribution that, in your judgement is the best fit for X. 3. Support your assertion above by creating a probability plot for X. 4. Support your assertion above by performing a Chi-squared test of best fit with a 0.05 level of significance. 5. In the word document, describe your methodologies and conclusions. 6. In the word document, explain what you have learned from this experiment.
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