Monday, February 3, 2014

Missouri Compromise, Compromise of 1850, Fugitive Slave Act, and Georgia Platform

At the beginning of 1820, a conflict arose, Missouri wished to join the Confederacy. However this upset the balance of free and slave states. How is this solved? The Union makes Maine, by splitting Massachusetts in half. Another significance that was 36/30 Line was created. It was made to settle all disagreements about states being free or slave states.  Today this period is called the Missouri Compromise.
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http://teachers.henrico.k12.va.us/tucker/strusky_m/webquests/VUS6_madisonmonroe/MissouriCompromise.html

Most think that the 36/30 line would settle whether or not a state is a free or slave state. What about those states that the line intersected. That.'s exactly what happened in California, they wished to join the union, but sadly the 36/30 line crossed through. The solution? The Compromise of 1850, it admitted California as a free state and passed the Fugitive Slave Act. The Fugitive Slave Act stated that all escaped slaves must be returned to their owner. This was key in the Compromise of 1850, because if the Fugitive Slave Act was enforced then Georgia would agree. This agreement was known as the Georgia Platform.

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