Check all that apply. The four characteristics of a Binomial Probablity Distribution.

Only two outcomes- Success and Failure

The probability of success remains the same in all trials

Why is rolling a di not a binomial probabilty distribution?

There is more than two outcomes

Rolling a di does not create a probabilty

The probability of no children being born today.

There is not a complement for this statement.

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1What is μ of π and the square root of 43?
1. A23.1
2. B43
3. C15
2Check all that apply.
The four characteristics of a Binomial Probablity Distribution.
1. AFixed number of trials
2. BOnly two outcomes- Success and Failure
3. CThe trials are independent
4. DThe probability of success remains the same in all trials
5. EAll numbers are positive
6. FAll numbers are integers
3Why is rolling a di not a binomial probabilty distribution?
1. AThere is more than two outcomes
2. BRolling a di does not create a probabilty
4Finding the probabilty of failure when success is given can be found by taking one minus the probability of success.
1. AVerdadero
2. BFalso
5What is the complement?
The probability of at least one child being born today.
1. AThe probability of no children being born today.
2. BThere is not a complement for this statement.