Assuming that the samples come from normal distribution, find the margin of error E given the following:
n = 16 and x̄ = 50 with s = 4.2, 95% confidence
E=sntn−1,1+γ2=4.216⋅2.1314=2.23797E=\frac{s}{\sqrt{n}}t_{n-1,\frac{1+\gamma}{2}}=\frac{4.2}{\sqrt{16}}\cdot 2.1314=2.23797E=nstn−1,21+γ=164.2⋅2.1314=2.23797
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