Problem understanding 'Percentage' when working out Confidence Interval

I have attempted to use on line tools to work out a population sample size for an experiment I will be running. However I do not really understand the "Percentage" part

I have attempted to use this www.calculator.net Sample Size Calculator but I don't feel happy not understanding it even if most of the information I have read has said to leave it at 50 (the worst case scenario?). The description on the website does not seem to help at all

"Percentage: The percentage of a particular answer was chosen."

My issue is, what answer, and what question?, what if all my survey questions are Likert types scales and the user has to answer them? Everyone who undertakes this survey has to complete it or their answers are not recorded, so is my percentage 100%?

Any help is much appreciated

• I don't really understand what question you are asking. Your original problem is to find out the required sample size needed to answer what question? And as a word of advice, don't use calculator sites that don't disclose the algorithm they are using. As a general rule, stay away from "calculator" sites altogether. If you can do basic algebra, you can figure out your sample size. – rocinante Mar 27 '14 at 0:38
• @Glen_b Thanks I edited the question and added the direct link. – Deepend Mar 27 '14 at 0:47
• @rocinante I am undertaking an experiment which requires users to rate various designs using metrics such as perceived trust, fairness etc. Population - Unlimited (The internet) Confidence Level 95% Confidence Interval 5%. Sorry for any confusion – Deepend Mar 27 '14 at 0:54
• That still doesn't make sense. You want the sample size n at the 95% confidence interval for what? What is the question you are trying to answer? – rocinante Mar 27 '14 at 1:07
• I am not sure you understand what it is that you are looking for here. So I think you need to understand what a confidence interval is. The Wikipedia article or the Khan Academy tutorial on the subject before going any further khanacademy.org/math/probability/statistics-inferential/… – rocinante Mar 27 '14 at 1:12