Strengths and Weaknesses
The Confederate's main weakness was their small population compared to the Union. The Confederacy only had 9 million soldiers instead of 22 million in the north. Although the Confederacy had a smaller population they had very well trained generals and they were fighting on their own land. This meant that the south only had to defend their land instead of conquering land to win battles. The north on the other hand did not have well trained generals and they had to fight on unfamiliar land. One of the north's main strength was that they controlled the navy. The north also had many industries to help produce necessary supplies needed for war.
![](data:image/jpeg;base64,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)
http://upload.wikimedia.org/wikipedia/commons/9/9a/Confederate_Rebel_Flag.svg
![](http://upload.wikimedia.org/wikipedia/commons/5/5c/Grand_Union_Flag.svg)
data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMHBhMIBxMVFQkXFxc
Ft. Sumter and Bull Run
Ft. Sumter was a very important battle that took place during the Civil War because it was the very first battle. The battle showed that the north would not give up easily and that it was the start of a big war. Bull Run was the next battle that took place during The Civil War on July 21, 1861. The battle taught both the north and the south a lot about the reality of war. The north saw the war as only a few easy battle where they would win very easily. At Bull Run many citizens came to watch the battle with their friends and family. This was because they did not understand how scary war is and that they would not win as easily as they had hoped.
![](http://www.learnnc.org/lp/media/uploads/2008/11/fort-sumter-bombardment.jpg)
http://www.learnnc.org/lp/media/uploads/2008/11/fort-sumter-bombardment.jpg