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​The Base of a Certain Solid Is the Region Bounded

Question 1

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​The base of a certain solid is the region bounded by the coordinate axes,the line ​The base of a certain solid is the region bounded by the coordinate axes,the line ,and the graph of .For this solid,each cross section perpendicular to the -axis is a square whose side is across the base.The volume of this solid is ​ A) ​10 B) ​ C) ​ D) ​divergent ,and the graph of ​The base of a certain solid is the region bounded by the coordinate axes,the line ,and the graph of .For this solid,each cross section perpendicular to the -axis is a square whose side is across the base.The volume of this solid is ​ A) ​10 B) ​ C) ​ D) ​divergent .For this solid,each cross section perpendicular to the ​The base of a certain solid is the region bounded by the coordinate axes,the line ,and the graph of .For this solid,each cross section perpendicular to the -axis is a square whose side is across the base.The volume of this solid is ​ A) ​10 B) ​ C) ​ D) ​divergent -axis is a square whose side is across the base.The volume of this solid is ​


A) ​10
B) ​ ​The base of a certain solid is the region bounded by the coordinate axes,the line ,and the graph of .For this solid,each cross section perpendicular to the -axis is a square whose side is across the base.The volume of this solid is ​ A) ​10 B) ​ C) ​ D) ​divergent
C) ​ ​The base of a certain solid is the region bounded by the coordinate axes,the line ,and the graph of .For this solid,each cross section perpendicular to the -axis is a square whose side is across the base.The volume of this solid is ​ A) ​10 B) ​ C) ​ D) ​divergent
D) ​divergent

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