Consider the Following Printout $\mathrm { X } = \mathrm { x }$

question 22

Multiple Choice

Consider the following printout.
HYPOTHESIS: VARIANCE $\mathrm { X } = \mathrm { x }$
$$X = \text { gpa }$$
SAMPLE MEAN OF $X = 2.8731$
SAMPLE VARIANCE OF $X = .18000$
SAMPLE SIZE OF $X = 189$
HYPOTHESIZED VALUE $( x ) = 3.0$
VARIANCE $\mathrm { X } - \mathrm { x } = - .1269$
$$z = - 4.11203$$
State the proper conclusion when testing $H _ { 0 } : \mu = 3.0$ vs. $H _ { \mathrm { a } } : \mu < 3.0$ at $\alpha = .05$ .

• A) Reject \(H _ { 0 }\).
• B) Accept \(\mathrm { H } _ { 0 }\).
• C) Fail to reject \(H _ { 0 }\).
• D) We cannot determine from the information given.

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Definitions:

Bailor

A bailor is someone who temporarily hands over control of property to another, known as the bailee, but retains its ownership.

Bailee

A person or entity that temporarily holds property belonging to another under a bailment agreement, often with a duty to care for it.

Personal Property

Any property that is not land or permanently affixed to the land.

Bailment Relationships

Legal relationships arising when one party (the bailor) temporarily hands over control, but not ownership, of a property to another (the bailee) under an agreement.