Question 1
Refer to the information provided in Table 24.1 below to answer the question(s) that follow.
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Table 24.1. At an output level of $2,000 billion, there is an unplanned inventory change of
◦ positive $100 billion.
◦ positive $10 billion.
◦ negative $100 billion.
◦ zero.
Question 2
Refer to the information provided in Table 24.1 below to answer the question(s) that follow.
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Table 24.1. The equilibrium level of output is ________ billion.
◦ $800
◦ $1,200
◦ $1,600
◦ $2,000