students are conducting a survey about which teacher the students admire the most. The population is the 300 students in the fifth and sixth grades. What is the appropriate sample size for the population
I don't remember it from back when I last did stats, but shouldn't you have a formula for calculating an appropriate reprasentitive sample to gain x% confidence from a population of size y?
no
*representative. Jesus I'm tired. Well there is a way to calculate it, and I'm pretty sure it's a straght-forward formula you can plug numbers into. Maybe do a quick Google search for "calculating representative sample size" or something similar.
I have found that sample sizes of 30 are usually sufficient, but maybe there is a formula and we could sample less than 30 students?
If I remember rightly meverett04, the sample size is proportionate to how high your confidence interval needs to be. Eg. you sample x of a population y to have your data accurate to a 96% confidence interval and so on.This may be going a bit beyond what the poster is asking, in which case I do apologise, it just sounded statistics-y to me.
fewscrewsmissing - you are right. Randomly picking sample size from population size without consideration for other factors won't work.
Look at the table. For a population of 300, you need a rather large sample size even for 95% confidence and +/- 5% margin of error. Eye opening.
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