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.
Industrialization in Europe and the World | |
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1. ca. 1765 | 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 |
2. 1769 | 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 |
3. ca. 1780–1850 | 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 |
4. 1799 | 9pp8ik1hAPc8+KY5Wg7AMXo0tcP6HbH1yHcEyHpvBli7fvYZZ7ZjQoXRHSRPWuMJB8sxxCnKE3b0ptkkE2PdUCh7nlIazr0aqhd/hr8rURzynsvu+T/1abqSuD9VS7tQQqj771YmUoj45PCUHJgrJBYARpInP/VDXsAcjdS5toQRtREEs+DdAC4/1qGk8fXg2JxgqzmaSoInUAklR4xq6yQyQzre7wrvxeieN4Y+7DKlXx+YfIv43i5eIp1igSoJWkRneclKDFHbbn5dga69G4udaJfBS6cjSNRirGgzd/FM0dx9BTwIh79LkxiEFLXRxR/YtglmcxUI3OJIc+JNgYUQC9uJReVbeaxvG8iFHn5qSOTerlZ3rZOehxNwUfOytGKB50px/IMSRf1vLaVjZFNxkGFm79Usds07J3V3Y0WZpXQXehRFFt2B/0bvY3AndqTlj1ghn+oyNhK/Z5aHIFDp6Hf952grdsXFY4p9HpKd/8LayZC3g7nh3iFXnrXDULnJ93mAsXKFs2KQwSLTeAfQjfKSU9bxVe5RZNK0lCwVcrTCgEz2s+j0ec7z9FGRJaa2svOJl2sOhkU0413tbq+IN3JE3OeXASRqFBjHzHX72IXZInNACSgi6SMv1IxkD2YgwhFvm30cUi/gxn3nA1KD9CSO8KbkQLJ9btyKjHPRXw+kMnCYzadNgNQ/hR/6Ax2orO2O9o8XchJPduWf3TcHdsnAT5Tl1iRezqX7cj0oA4m2CF1aJKpOzZMZgTv16pAcJh5Fw1E15wh3Ws9bygxsy+Fv5G1M2wNKrcfFITTOFQ/VVSFBZ6u8NG35re9k+RYqh9set/RTjEZ4WqNv+gw2aB/R2JP4scg1o6Nl2baFZAXXEOhMiF9D64AmEh4j |
5. 1805 | 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 |
6. 1810 | 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 |
7. 1824 | 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 |
8. 1829 | 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 |
9. 1830s | 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 |
10. 1833 | 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 |
11. 1834 | 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 |
12. 1842 | 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 |
13. 1850s | 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 |