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In the context of William McIntosh and the Treaty of Indian Springs, the correct answer is: agreed to give up almost all of the Creek's land to the state of Georgia.
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Regarding Worcester v. Georgia, the correct answer is: The Cherokee were still made to leave their homes in Georgia.
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The primary reason for relocating the Cherokee people from their homes in northwestern Georgia is: Gold was found on land owned by the Cherokee.
William McIntosh and other Creek leaders signed the first and second Treaty of Indian Springs. In these agreements, McIntosh…
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1 point
agreed to give up almost all of the Creek's land to the state of Georgia
made sure he would have his own area in Georgia's western land
made sure that the Creek's land would be safe from white settlers
promised to protect the Creek lands
Even though Chief Justice John Marshall and the United States Supreme Court decided in Worcester v. Georgia that the Cherokee were their own nation,
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The Cherokee were not allowed to have political positions in Georgia.
The Indian Removal Act could not be put into action.
The Cherokee were still made to leave their homes in Georgia.
The Indian Removal Act was still canceled.
What was the primary reason for relocating the Cherokee people from their homes in northwestern Georgia?
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Congress sold the Cherokee's land to the railroad companies.
The Cherokee created their own government and wrote a constitution.
Gold was found on land owned by the Cherokee.
The government promised Native Americans large areas of land in Oklahoma.
3 answers
To solve a system of equations with 2 variables, you generally need 2 equations. This is because two equations can provide enough information to find a unique solution for both variables, assuming the equations are independent (not multiples of each other) and consistent (do not contradict each other).
If you have fewer than 2 equations, you may have an infinite number of solutions or no unique solution at all. If you have more than 2 equations, they may provide additional constraints that can help confirm the solution found with the two necessary equations.