SOLUTION: Solve formula for variable – Statistics Example
The formula for the margin for the margin of error to establish a confidence interval has been
found mathematically to be:
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-> SOLUTION: Solve formula for variable – Statistics Example
The formula for the margin for the margin of error to establish a confidence interval has been
found mathematically to be:
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Question 40844: Solve formula for variable – Statistics Example
The formula for the margin for the margin of error to establish a confidence interval has been
found mathematically to be:
where:
e = margin of error
z = critical value
s = sample standard deviation
n = sample size
Given known values for e, z, and s solve the margin of error formula n to determine sample size.
⇒ ⇒ ⇒ ⇒ ⇒
You can put this solution on YOUR website! There are different margin of error formulas relating
to different population parameters.
If you are talking about the margin associated with
estimating the mean of a population
the margin of error is E=z(star)[s/sqrt(n)]
Solve this equation for n as follows:
sqrt(n)= z(star)[s/E]
Square both sides to get:
(