Given a Binomial Distribution with N Trials and Probability P $n p \geq 5 \text { and } n ( 1 - p ) \geq 5$

question 13

Multiple Choice

Given a binomial distribution with n trials and probability p of a success on any trial, a conventional rule of thumb is that the normal distribution will provide an adequate approximation of the binomial distribution if:

• A) \(n p \geq 5 \text { and } n ( 1 - p ) \geq 5\)
• B) \(n p \leq 5 \text { and } n ( 1 - p ) \leq 5 \text {. }\)
• C) \(n p \geq 5 \text { and } n ( 1 - p ) \leq 5\)
• D) \(n p \leq 5 \text { and } n ( 1 - p ) \geq 5\)

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Definitions:

In Rem Jurisdiction

The power of a court over the property or status of an out-of-state defendant located within the court’s jurisdiction area.

Property

Legal rights or interests in the ownership and usage of land, objects, intellectual properties, or other possessions.

Jurisdiction

The authority granted to a legal body to administer justice within a defined field of responsibility, such as geographical area or subject matter.

Plaintiff

The party who initiates a lawsuit against another party (the defendant) in a court of law.