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What conditions must be met to use the normal distribution to approximate the binomial distribution?

Intro Stats / AP Statistics

Chapter 6

The Normal Distribution

Section 4

The Normal Approximation to the Binomial Distribution

Probability Topics

Temple University

Cairn University

Idaho State University

Lectures

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What conditions must hold …

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What is the rule of thumb …

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When is the normal distrib…

00:38

What distribution must be …

00:26

What must be known to find…

00:32

Explain why a normal distr…

00:54

What are the characteristi…

00:20

In order for the sums of a…

20:23

Normal approximation To us…

03:40

Describe the standard norm…

01:09

00:31

What three things must you…

01:32

How is the standard normal…

00:16

What are two other names f…

02:43

In which of the following …

00:37

What assumption must be ma…

What are the two basic pro…

Which distribution do you …

04:03

What information do the me…

What conditions have to be…

Okay, so there's two conditions that need to be met. We need to have and times p greater than or equal to five. And we need to have an times Q. Also greater than or equal to five. Okay and end stands for the number of trials. P represents the probability of success and Q equals one minus p. Here was the same as the probability of failure. So you need you need both of these conditions. You need both of those condition.

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