Timeline Activity for Chapter 12

This activity will help you learn the correct historical sequence of major events and developments in this chapter. While it’s important to know the correct dates for historical events, it’s even more important to understand the sequence of related events.

Match the dates in the column on the left to the correct events in the dropdown on the right. When you finish, click the “submit” button to turn in your work.

Question

WESTWARD MOVEMENT
1. 1836 roal26lp7zWhapF+cmAvBDBooOUQE1zHK/G3XBV3gKvMODFpRM8NKP+eyY1Jb3HafF95CW5hZA59WqaAUGBqakxHBKLXyXghSOS/+H4kONr/y/StiX9wzGiBz01l5IQYd2mgkheDqcJcKyUOU1gqJHpvtDzKbutOHwpX4IiJqkYbCFC8ckCMJSzYl4vn2IomGtYkIzJ7jRtwJiP9BHgzJKWTHRCIws+wLsdMdU/JtU2D1jhgekfjSKtT+OijRB5PxzDKZr76jFS4FKLy++yWw9tMxM4J4z4w/NpK2LUO82Oa2AAiSscm8h8sjY068skL+2hSK0Oy4x5/lpUg5BTJDbcJCk2gU8JT14CeNMynF2MOw0yNjJLKTdrE+zNE++uhsIZqjOBMgAG1vvxsQItAuq6X7NZtuvd9why7m1SUp5KvMbxxs/gFYB0cH02tNliJq1UNt84Mq9OOvjAnnuWcQqMEX5/Kj6Frlpry57nPTIU1IiURkRpYJNmLQah5Un6C0+MSUwgETw9Vqc4qJcMai08t4wWAEp7d1JVc9ulemHHAW5KQrLprKxjNcb2w9HlgVfCFK3e2rdhAcCcSw5plixsVIUjz4lM3WOAoFYrJIABbCHWThWOQKyLmkP6iOOeMburlBwAQK1kkbVXGpuCgGNmbb4MU9AbJbqShPTiHiin4v96H
2. 1841 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
3. 1845 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
4. 1846 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
5. 1847 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
6. 1848 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
7. 1849 5jDBEddj1+qhpahvzUgrsAZdt4U4V646mj8FlXwKR4SGbv1EAc9hYrsAdF7WAv+qeCiGmfE9zrQc+qIgnCqMjyBXN3fhYa9uPxM/ko0tSXISkkeLAlptoV1EEnAAkBBH4NL3/yi3btVz4WSZIsQ356Z6HTSPdXcgyajhDtE2z2FCelG7z3JqyfhcQvFFNUnp9tPmcRYGUfkyZxTnuSaCLlzjis8IoNLwKkpPB0eb8lqKU6sv9Ehp/002yiUMppLs7/qYms+CgL9K4zXsYWLIjVxdlFTqxtY67Gd5EK8Juv6bKkaroGMidpYWxzQqugxN8IuESI6m/wn5P5Fpx7ytsrur9O17xWVmpzlp2RjR7wc+LagJj1fa7l86ca/1+JGPSmiEJU/NN/J/g9WK1kL/A54B+MifT0+NCqYfrSlGp31duEcoyvTm8FwMb0njwwU0H4XAXK66fe3r01ODaK5fZuF8KRm270seoOR8osDVBv/PUzW5HssjGJ2WWjWmDEi9Kk34FLlvezFj8tQj7kJL7i590htE5LzOpQDakwQhLdTfN4fuUSl3MRw3fYTypckFc0gLsIE84DCOFM5k74P5OIlREqIw0r1TfIQuxrToUw/mUeakUMBH+24eQtUYPIZGfqsZXcl01CbiyvoB4qiyWs4dQRqiWOILtO8x/K7SMZMtYner
8. 1850 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
9. 1857 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
10. 1861 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