All of the following can be gleaned from the Schematic Map of Hermitage Plantation EXCEPT

A) the plantation had horses.
B) the hospital was situated beyond a wall of the big house.
C) the slave huts were concentrated in one area.
D) the buildings devoted to the planter's basic needs were clustered near the big house.
E) house slaves lived in the kitchen building so they could cook food at any time.


E

History

You might also like to view...

Under the Old Kingdom of Egypt, land

A) belonged to the temples. B) belonged to the pharaoh (king). C) was owned partly by priests and partly by nobles. D) was owned by powerful land lords. E) mostly belonged to small farmers.

History

In financing American involvement in World War I, the Wilson administration

A) did little to involve the average citizen directly. B) refused to increase taxes. C) adopted the approach Secretary of the Treasury Salmon P. Chase had used in financing the Civil War. D) increased taxes and borrowing.

History

[NeedAttention]

src="data:image/png;base64,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

History

Which of the following is not a characteristic of Buddhism?

A. One form of wisdom comes from realizing pain, poverty, and sorrow come from the attachment to things of this world. B. Its relative egalitarianism teaching that all human beings could aspire to Nirvana. C. The ability of women to become monks who were on equal footing with the men. D. It was much simpler than other existing beliefs. E. Teaching the material world is an illusion that needs to be transcended.

History