Confidence Intervals demo

Generate random data distributions

Generate a UNIFORM distribution from 1 to 100 of 100000 continuous numbers of 2 decimal digits.
This will be the "population".
Copy and paste it into:

*CI sim demo

N=________
μ=________
σ=________

sample size n= 10      1000 samples

Confidence level=95%    % of Confidence Intervals that contain μ=________
tc=_______
Mean x̄=_______     Mean s=_______    Mean SEM=_______    Mean E=_______

Confidence level=99%    % of Confidence Intervals that contain μ=________
tc=_______
Mean x̄=_______     Mean s=_______    Mean SEM=_______    Mean E=_______



sample size n= 100     1000 samples

Confidence level=95%    % of Confidence Intervals that contain μ=________
tc=_______
Mean x̄=_______     Mean s=_______    Mean SEM=_______    Mean E=_______

Confidence level=99%    % of Confidence Intervals that contain μ=________
tc=_______
Mean x̄=_______     Mean s=_______    Mean SEM=_______    Mean E=_______


Larger sample size n makes the SEM and E much _________.


Based on this simulation experiment, does the confidence level indicate
the percentage of confidence intervals that would contain μ? _____