Let π1,π2,...,ππ be a random sample from a normal distribution with known
mean π. Using a distribution of π=β (ππβπ)2
π2
ππ=1 , Mr Mbalula showed that a
100(1βπΌ)% two sided confidence interval for π2 is give by
[β (ππ βπ)2ππ=1
ππΌ
2,π
2 ;β (ππ βπ)2ππ=1
π1βπΌ
2,π
2 ].
Prove whether or not Mr Mbalula is correct.
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