Question 1
Refer to the information provided in Table 21.2 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 21.2. Personal consumption expenditures in billions of dollars are
◦ 900.
◦ 1,100.
◦ 1,400.
◦ 1,600.
Question 2
Refer to the information provided in Table 21.2 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 21.2. The value for gross private domestic investment in billions of dollars is
◦ 740.
◦ 810.
◦ 850.
◦ 890.