Statistics

Let's say for sample size n, the margin of error is How many more samples do we need to make the margin of error to 0.3?

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Let's say for sample size n, the margin of error is How many more samples do we need to make the margin of error to 0.3?
What is the required sample size to decrease the margin of error from 3 to 0.3, given your current sample size?
Can you calculate the number of samples needed to reduce the margin of error from 3 to 0.3, assuming you already have a sample size of n?
If you have a margin of error of 3 with a sample size of n, how many more samples do you need to collect to reduce the margin of error to 0.3?
How much larger does your sample size need to be to reduce the margin of error from 3 to 0.3, given that your current sample size is n?
Given a margin of error of 3 and sample size of n, how many additional samples are required to reach the desired margin of error of 0.3?
If the margin of error is currently 3 with a sample size of n, how many samples do you need to collect to achieve a margin of error of 0.3?
Can you determine the additional number of samples needed to decrease the margin of error from 3 to 0.3, given your current sample size of n?
What is the total sample size needed to reduce the margin of error from 3 to 0.3, assuming your current sample size is n?
Given that you have a margin of error of 3 with a sample size of n, what is the number of samples required to obtain a margin of error of 0.3?
You have a sample size of n and a margin of error of How many additional samples do you need to reduce the margin of error to 0.3?

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Let's say for sample size n, the margin of error is How many more samples do we need to make the margin of error to 0.3?

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Let's say for sample size n, the margin of error is How many more samples do we need to make the margin of error to 0.3?

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