Media Summary: ... based on this what is the max for maximal So this can be written as an interval like this or some X bar plus or minus the Multiply by p hat and then q hat p hat is .31 q hat is one minus p hat so that's 0.69 now i'll take the

Mat130 131 Chapter 8 Margin - Detailed Analysis & Overview

... based on this what is the max for maximal So this can be written as an interval like this or some X bar plus or minus the Multiply by p hat and then q hat p hat is .31 q hat is one minus p hat so that's 0.69 now i'll take the Okay so to do this you need the formulas which are located on the powerpoint notes for ... my sigma 27.1 that's my numerator divide that by my um the Okay this is question four and five does express the confidence interval uh in the form of x bar plus or minus the

MAT130/131: Chapter 8 - Zint VS Tint VS 1propZint MAT130/131: Chapter 8 - The 3 Ways to Write Intervals I think this is the question you're asking about right so it says if n is 21 x bar is 47 and s is four find the

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MAT130/131: Chapter 8 - Margin of Error
MAT130/131: Chapter 8 - Finding the Margin of Error
MAT130/131: Chapter 8 - Finding the Maximal Margin of Error
MAT130/131: Chapter 8 - Proportion Sample Size and Mean CI
MAT130/131: Chapter 8 - Finding Sample Size for a C.I. for a Proportion.
MAT130/131: Chapter 8 - Various Examples
MAT130/131: Chapter 8 - Sample Size for a Proportion C.I.
MAT130/131: Chapter 8 - Finding Sample Size for Proportion C.I.
MAT130/131: Chapter 8 - Question Clarification for Student
MAT130/131: Chapter 8 - Confidence Intervals
MAT130/131: Chapter 8 - Zint VS Tint VS 1propZint
MAT130/131: Chapter 8 - The 3 Ways to Write Intervals
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MAT130/131: Chapter 8 - Margin of Error

MAT130/131: Chapter 8 - Margin of Error

... based on this what is the max for maximal

MAT130/131: Chapter 8 - Finding the Margin of Error

MAT130/131: Chapter 8 - Finding the Margin of Error

So this can be written as an interval like this or some X bar plus or minus the

MAT130/131: Chapter 8 - Finding the Maximal Margin of Error

MAT130/131: Chapter 8 - Finding the Maximal Margin of Error

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MAT130/131: Chapter 8 - Proportion Sample Size and Mean CI

MAT130/131: Chapter 8 - Proportion Sample Size and Mean CI

Multiply by p hat and then q hat p hat is .31 q hat is one minus p hat so that's 0.69 now i'll take the

MAT130/131: Chapter 8 - Finding Sample Size for a C.I. for a Proportion.

MAT130/131: Chapter 8 - Finding Sample Size for a C.I. for a Proportion.

And then our

MAT130/131: Chapter 8 - Various Examples

MAT130/131: Chapter 8 - Various Examples

Okay so for this

MAT130/131: Chapter 8 - Sample Size for a Proportion C.I.

MAT130/131: Chapter 8 - Sample Size for a Proportion C.I.

Okay so to do this you need the formulas which are located on the powerpoint notes for

MAT130/131: Chapter 8 - Finding Sample Size for Proportion C.I.

MAT130/131: Chapter 8 - Finding Sample Size for Proportion C.I.

... you'll see under the

MAT130/131: Chapter 8 - Question Clarification for Student

MAT130/131: Chapter 8 - Question Clarification for Student

... my sigma 27.1 that's my numerator divide that by my um the

MAT130/131: Chapter 8 - Confidence Intervals

MAT130/131: Chapter 8 - Confidence Intervals

Okay this is question four and five does express the confidence interval uh in the form of x bar plus or minus the

MAT130/131: Chapter 8 - Zint VS Tint VS 1propZint

MAT130/131: Chapter 8 - Zint VS Tint VS 1propZint

MAT130/131: Chapter 8 - Zint VS Tint VS 1propZint

MAT130/131: Chapter 8 - The 3 Ways to Write Intervals

MAT130/131: Chapter 8 - The 3 Ways to Write Intervals

MAT130/131: Chapter 8 - The 3 Ways to Write Intervals

MAT130/131: Chapter 8 - Finding the MoE of a Tinterval

MAT130/131: Chapter 8 - Finding the MoE of a Tinterval

I think this is the question you're asking about right so it says if n is 21 x bar is 47 and s is four find the