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H0: d d0 H0: d ≥ d0
H1: d > d0 H1: d < d0
b. Hipotesis Dwi Arah
H0: d = d0
H1: d d0
• Statistik Uji:
a. Ragam diketahui:
Zhit = d − d 0 Normal(0,1)
d / n
b. Ragam tidak diketahui
d − d
Thit = 0 t(db=n-1)
s / n
d
• Kriteria penolakan H0
o H0: d d0
Tolak H0 jika thit > t(db=n-1)
H1: d > d0
o H0: d ≥ d0 Tolak H0 jika thit < t1-(db=n-1)
H1: d < d0
o H0: d = d0 Tolak H0 jika |thit| > t/2(db=n-1)
H1: d d0
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