In a study of the time it takes a person to learn the basics of a new language between Rosetta Stone and a university course the following results were obtained:
University Course Rosetta Stone
n = 13 n = 16
x=195.3 x=202.5
s = 6.4 s = 9.8
As these populations are independent of each other at the 0.05 significance level:
a) Test the claim that each method of learning takes a person the same amount of time to learn the basics of a new language (μ1=μ2). Use the critical value method.
b) Construct a 95% confidence interval for the difference μ1-μ2.
c) Do the confidence interval and the hypothesis test reveal the same results?
I have provide the solution step by step.
T test for difference of mean swill be used.
degrees of freedom are n1+n2-2=27
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