Consider again the conditions of Exercise 9. For i =
1, . . . , R, and j = 1, . . . , C, let
pij+ =
T
k=1
pij k.
On the basis of a random sample of n observations from
the given population, construct a test of the following
hypotheses:
H0: pij k
= pij+p++k for all values of i, j, and k,
H1: The hypothesis H0 is not true.
Consider again the conditions of Exercise 9. For i =
1, . . . , R, and j = 1, . . . , C, let
pij+ =
T
k=1
pij k.
On the basis of a random sample of n observations from
the given population, construct a test of the following
hypotheses:
H0: pij k
= pij+p++k for all values of i, j, and k,
H1: The hypothesis H0 is not true.
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Again consider The conditions of Exercise 9. For I =.
1,. . . , R, and j = 1,. . . , C, Let
PIJ + =
? T
K = 1
PIJ K.
On The BASIS of a random Sample of n observations from.
The Given Population, Construct a test of The following.
hypotheses:
H0: PIJ K
= PIJ + P ++ K for all. values of I, J, and K,.
H1: The hypothesis H0 is Not true.
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Consider again the conditions of Exercise 9. For I
1,..., R and, j = 1,..., C let
, PIJ T
k = 1
PIJ K.
On the. Basis of a random sample of N observations from
the given population construct a, test of the following
hypotheses H0:? PIJ K
= PIJ P K for all values of I J and,,, K
H1: The hypothesis H0 is not true.
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