A table of random numbers has a
- Normal distribution
- Uniform distribution
- Binomial distribution
- Poisson distribution
A binomial distribution has
- A variable chance of success
- An unlimited number of trials
- Many outcomes
- Independence of events
The number of ways of picking 4 from 6 is
- 15
- 20
- 24
- 720
The number of ways to pick 2 from 6 is
- 15
- 20
- 24
- 720
For a binomial probability distribution with n=5 and p=0.2, the probability of 2 “successes” is:
- 0.05792
- 0.08
- 0.2048
- 0.26272
For the same distribution, the probability of less than 3 successes is:
- 0.05792
- 0.08
- 0.2048
- 0.26272
For the same distribution, the probability of more than 3 successes is:
- 0.2048
- 0.26272
- 0.73728
- 0.94208
For a poisson distribution with an average of 1`, the probability of zero successes is:
- 0.2642
- 0.3679
- 0.6321
- 0.7358
For the same distribution, the probability of more than 1 is:
- 0.2642
- 0.3679
- 0.6321
- 0.7358
For a poisson distribution, the mean is:
- n
- np
- npq
- √npq