For a binomial distribution, which probability is not equal to the probability of 1 success in...
For a binomial distribution, which probability is not equal to the probability of 1 success in 5 trials where the probability of success is .4?
the probability of 4 failures in 5 trials where the probability of success is .6
the probability of 1 success in 5 trials where the probability of failure is .6
the probability of 4 failures in 5 trials where the probability of failure is .6
the probability of 4 failures in 5 trials where the probability of success is .4
Homework Answers
We are given x is number of successes = 1
n is number of trials = 5
and probability of success = 0.4
Therefore probability of failure = 1 - 0.4 = 0.6
number of failures = 5-1 = 4
Therefore the probability of 1 success in 5 trials where the probability of success is .4 that is P( x = 1 ) is not equal to the Probability of 4 failures in 5 trials where the probability of success is .6
( because probability of failure would be 1- 0.6 = 0.4 )
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