Draw Conclusions from the Evidence for Thinking through Sources 12

Document Links:

Document 12.1 ABRAHAM LINCOLN, On Slavery (1854)

Document 12.2 Republican Party Platform (1856)

Document 12.3 CHARLES SUMNER, The Crime against Kansas (1856)

Document 12.4 LYDIA MARIA CHILD, Letters to Mrs. S. B. Shaw and Miss Lucy Osgood (1856)

Document 12.5 The Lincoln-Douglas Debates (1858)

Draw Conclusions from the Evidence for Thinking through Sources 12

Instructions

This exercise asks you to assess the relationship between conclusions and evidence. Identify which of the following conclusions are supported by the specific piece of evidence. Click “yes” for those pieces of evidence that support the conclusion and “no” for those that do not.

Conclusion A

Americans who led the Republican Party in its first few years argued against the extension of slavery into the territories and advanced a program advocating economic development in order to attract a broad base of support.

Question 12.19

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Question 12.20

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Question 12.21

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Question 12.22

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Conclusion B

The Republican Party attracted both ardent abolitionists and Americans who cared only about keeping the western territories open to settlement by free white laborers whose ambitions for social mobility depended on it.

Question 12.23

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Question 12.24

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

Question 12.25

DkqpOuKBCXRasud4y1TOYyhLfs6gMVCmIRAZVZ0TwxkG0pbrZrdvwcCGelSLCa38vH9DO7rSitJKgl3Rt0agpHI09uBoUTqGCU195nCMukSH485pnQrgV5dbeRQFMH+lwGEgMxH8zhP58Rh//sv/ly/lOi2Qq2LRZzkAC08waYK6sTE6zk8o1R2Gnj2lm8TCWQY12+BcqpelkLkOmQ+/wAU7tI0YlAYTXSXzsyDxapQrv+wYvY2qVs00+BJwEpnWjs+J4JQI7lvTVMGeIkWqhJvh+h+aMiTtO3BYpFdTsOpCs9Xmv/ma7sQ4uY41N5KdrcxX4owmLTuVdaRXi1pDXka1YiI2OQdAOZXqFtkOZkrzsgJqQiCBVN0LpObA+5AiWF5JiBbWJgm0NH1gRL8gVOBvtTaBS2ccYVe6KPMZHsD6IdmWAl/lmy6pfnzNS/SEuqNiGf3B/1+jYxCD18l/51X9buS/SlzqLFmcN3jG2Yqu+4/rwBapTYiqcZgt4pDE6XYXeLj+YJ1xG2Kyr2TSI/yY8ldPGzC3aj3JmPvVwcU+57LBqmihF7IexA5Sr+c5TBkIEgakR77W1q1jPHepnTDj5SwyBmLwUiBw25dBBDoWjGCHWiKPfxJK9/hs/kROYgAbiIhDnpIeAr5akjfzSz1eo27PsRbWru9n50AnN+c4GFo6AMLehmFHj4Pg7kNygCZU+Uz5QbCXNBOtagZCEnmGYA//jxtO7qSlfm94EXXtBpWlLO+J/c3a8lXldRbd0LkIh0znQGUeVqoDeUTEyo0uedjTdAm5hVw8KMV1MtDScZHY3hlym27mpq1uHlPsAEAHCg7lEorHtwjl7j4555xJu2lY7El7dNkXPriJHx+TeLJwmPJexNNSK6T5mF3Uozlp0y6oibpW9Y6XtWAQVCSPQuSfR+YQDIEfx85OY09/yuJEn+1doKCkRTf8vmqed7OU7yOBtPyKK7786+fMLv7mVBEETJsj8Fkus5rJtNmpS7Zx4QjmaO8Ru9u2Ty1zDZZBsJq+B386hGLv25DdzpJNBLpfpqJX+M9oL8ob1ozR49t74LHyE8xPyuiuiWispuZ+bnTu7w8QaWzSQbkf/CsvpzkUPJ4OyJmbAbkYr5cJP0m1cn9rDnJVvztRany1jeC6B+zgrwceVVKySk7wcXAIagdLCBwzCFpzGsS2Dr8NTMpHLul7ph5x5R2JausYm2WQmuZM91DljvOTUWEyY6pP5AbB9mVoF+2TvMaBESwtvKI6gIOr1zY6kYSpoFzhhohUpO2FWaJeGf/bWUEmZ7oxuEaEeEQz6kfjpe3p2sSLmKh5qj2gThtuyYafXWSb2HUPRYjeXyhy5wU758gI6ZYskbE+IAys1LQk145YJJsEYcmzP4ZkQJiixMD+MHXR9zaUWYUjqjkGrNPRALnoJnU8UOp5jT4+fdfNmfYTcC6g1JIoVYL1wGNk1JrR/giaUCLIamP94aVXBoBuNeDSCbcY/yRyd0TTi6zhehH/d8I=

Question 12.26

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

Conclusion C

Despite Stephen Douglas’s efforts to paint Abraham Lincoln as one of the Republican Party’s radical abolitionists, in 1858 Abraham Lincoln’s positions on abolitionism and black equality represented those held by the party’s dominant moderate wing.

Question 12.27

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

Question 12.28

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

Question 12.29

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

Question 12.30

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