A new process is being considered for the liquefaction of coal. The old process yielded
Chapter 6, Problem 7(choose chapter or problem)
A new process is being considered for the liquefaction of coal. The old process yielded a mean of 15 kg of distillate fuel per kilogram of hydrogen consumed in the process. Let \(\mu\) represent the mean of the new process. A test of \(H_{0}: \mu \leq 15\) versus \(H_{1}: \mu \geq 15\) will be performed. The new process will be put into production if \(H_{0}\) is rejected. Putting the new process into production is very expensive. Therefore it would be a costly error to put the new process into production if in fact it is no better than the old process. Which procedure provides a smaller probability for this error, to test at the 5% level or to test at the 1% level?
Equation Transcription:
Text Transcription:
mu
H_0:mu{</=}15
H_1:mu{>/=}15
H_0
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