In quality–control applications of hypothesis​ testing, the null and alternative hypotheses are frequently specified as H0​: The production process is performing satisfactorily and Ha​: The process is performing in an unsatisfactory manner.​ Accordingly, α is sometimes referred to as the​ producer's risk, while β is called the​ consumer's risk. An injection molder produces plastic golf tees with a mean weight of 0.252 ounce. To investigate whether the injection molder is operating​ satisfactorily, 40 tees were randomly sampled from the last​ hour's production. Their weights​ (in ounces) are listed in the accompanying table   a. Write H0 and Ha in terms of the true mean weight of the golf​ tees, μ.     A. H0​: μ=0.252 Ha​: μ<0.252   B. H0​: μ=0.252 Ha​: μ≠0.252   C. H0​: μ=0.252 Ha​: μ>0.252   D. H0​: μ≠0.252 Ha​: μ=

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In quality–control

applications of hypothesis​ testing, the null and alternative hypotheses are frequently specified as

H0​:

The production process is performing satisfactorily and

Ha​:

The process is performing in an unsatisfactory manner.​ Accordingly,

α

is sometimes referred to as the​ producer's risk, while

β

is called the​ consumer's risk. An injection molder produces plastic golf tees with a mean weight of

0.252

ounce. To investigate whether the injection molder is operating​ satisfactorily,

40

tees were randomly sampled from the last​ hour's production. Their weights​ (in ounces) are listed in the accompanying table

 

a.
Write
H0
and
Ha
in terms of the true mean weight of the golf​ tees,
μ.
 
 
A.
H0​:
μ=0.252
Ha​:
μ<0.252
 
B.
H0​:
μ=0.252
Ha​:
μ≠0.252
 
C.
H0​:
μ=0.252
Ha​:
μ>0.252
 
D.
H0​:
μ≠0.252
Ha​:
μ=

 

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