Assume we have a biannual random variable x with P (x - 0) = P(x = 1) = O Imagin

Question

Assume we have a biannual random variable x with P (x - 0) = P(x = 1) = O Imagine repeated experiments in which X is assigned the value 0. You could imagine flipping a coin and assigning X = 1 if head and X = 0 if. Is the sequence 0, 1, 0, 1, 0, 1. ? Define random Cite any source that you use Write down a sequence of number from 1 to 100. Using the sign and run test can you show the sequence you to be random Determine if the following list was randomly generated 68, 64, 65, 88, 73, 5, 75, 26, 6, 84.

Explanation / Answer

1) No it is not a random variable. The sequence is following a pattren. first 0 and then 1.

0,1,0,1,0,1,0,.......

Randoms means you cannot able to predict the sequence. It should be arbitary.

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