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Chapter 5: Q 5.156. (page 242)

What does the "bi" in "binomial" signify?

Short Answer

Expert verified

Each trial in a binomial experiment has two possible results.

Step by step solution

01

Step 1. Given information.

The given statement is:

What does the "bi" in "binomial" signify?

02

Step 2. Explanation.

The "bi" in binomial denotes that each trial in the binomial experiment has two possible results.

Tossing a coin, for example, can result in either a head or a tail.

Similarly, In a box full of bulbs can have defective or non-defective.

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Most popular questions from this chapter

Die and coin. Consider the following random experiment : First , roll a die and observe the number of dots facing up: then toss a coin the number of times that the die shows and observe the total number of heads. Thus , if the die shows three dots facing up and the coin (which is then tossed tree times) comes up heads exactly twice, then the outcome of the experiment can be represent as (3,2).

Part (a) Determine a sample space for this experiment.

Part (b) Determine the events that the total number of heads is even.

Explain what is wrong with the following argument: When two balanced dice are rolled, the sum of the dice can be 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, or 12, giving 11 possibilities. Therefore the probability is 111 that the sum is 12.

List the three requirements for repeated trials of an experiment to constitute Bernoulli trials.

Consider the set consisting of the first 12positive whole numbers (1to12). Determine explicitly the numbers in the set satisfy each of the following conditions:

Part (a) at least 9

Part (b) at most 10

Part (c) between5and8inclusive.

How do you graphically portray the probability distribution of a discrete random variable?
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