Question 1
Refer to the information provided in Table 24.5 below to answer the question(s) that follow.
![](data:image/png;base64, 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lbvt3Vj1ST46+DvDfgrwrr3jjxR4a8Dya/YxXcMGqa/arCzNGjukM5dUnVPMUb0yCCpHDCrF78evhlp2oyWF38RfCdrfxzw2r2s2uWqSrNKpaKMqXyHdQSq9WAJGa+fdN/Zs+KPhW60TV9OtvBWuX8vw6g8BatpWsatdpbW/kFgk9tOtozPHIGzJC0ScqMOetcFY/sD+P9I8IfEHw3DfeFtQg1Xwpofh/StSu724WZpNPlRy00YtmESPhiNjyFSidc5Xqklzyttr+Df6JW782l+Vp80VeKu9bL7/AHf85f8AgPTmVvvqiq9g91JY2z3sMNvetGpnht5TLGkmBuVXKqWUHIDFVJHOB0oqWrOwJ31LFFFFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==)
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)
Refer to Table 24.5. Assuming constant
MPC, at income of $1,000 million, consumption is $________ million, and at income of $1,300 million, consumption is $________ million.
◦ 600; 860
◦ 640; 900
◦ 680; 920
◦ 720; 960
Question 2
Refer to the information provided in Table 24.5 below to answer the question(s) that follow.
![](data:image/png;base64, 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lbvt3Vj1ST46+DvDfgrwrr3jjxR4a8Dya/YxXcMGqa/arCzNGjukM5dUnVPMUb0yCCpHDCrF78evhlp2oyWF38RfCdrfxzw2r2s2uWqSrNKpaKMqXyHdQSq9WAJGa+fdN/Zs+KPhW60TV9OtvBWuX8vw6g8BatpWsatdpbW/kFgk9tOtozPHIGzJC0ScqMOetcFY/sD+P9I8IfEHw3DfeFtQg1Xwpofh/StSu724WZpNPlRy00YtmESPhiNjyFSidc5Xqklzyttr+Df6JW782l+Vp80VeKu9bL7/AHf85f8AgPTmVvvqiq9g91JY2z3sMNvetGpnht5TLGkmBuVXKqWUHIDFVJHOB0oqWrOwJ31LFFFFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==)
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)
Refer to Table 24.5. Assuming constant
MPC, at income of $1,200 million, saving is $________ million, at income of $1,600 million, saving is $________ million.
◦ 150; 230
◦ 160; 240
◦ 170; 250
◦ 180; 260