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School
Department
Course
Professor
Suren Phansalker
Semester
Winter

Description
2 p1 n 2 = + α p q2 n ≤reference if 0 0 1 p2 value value,0 t > t S (est.) p Sam(Oeptionpale) + tα ADM 2304 2 p2 S ˆ q1 n p :0paraA para > reference 1 p1 p H H p p If testing Reject H Coantfeest.)-nterval: :0 :A TwH o Proportions x2 n2 ˆp −     p q2 2 +1+ 1    /2 p2 p2 n q 2 x n 5 5 5 5 ^ −p p2 α ˆp p n ≥ ≥ ≥ ≥ −     z S )+ + = 1 1 2 2 ^ 1^ 2 0)2 q1 1 ˆ p 1 q1 p2 q2    p ˆp p n 0 0ˆ tnis is n n n n = −1 p p or IndSea(Laleslt)aalclelsate ( wohrere= *if wherep Assumptions: Qualitative (Population0Pr0portions) q p q p n 0 n 0 p − p ≠ p α2 p =pp z ± 0 :A = OnH e ProporCalculate p or Assnpm>ptiqns:= 5 0 n µ ≥0 − d n 2 d s x d s 2 − t x d = = ± based on n - 1 d. f. stat α 2 X = VariablK e of nstsre0ttion: PaireCdaSlcmlptldifferencesadnuCaesadltalre d or t AssTuhdifip’fnallfs0irriestareifot µ0 µ ≠ 2s2 2 2
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