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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Anonymous

3.2Strong
with the constant standard deviation, we'll need to the sample size of n/100 to get ME of 0.3. Since ME = Pop standard deviation / sqrt(n)
  • 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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