Draw Conclusions from the Evidence for Thinking through Sources 25

Document Links:

Document 25.1 Metropolitan Highway Construction: Boston Transcript (1955)

Document 25.2 In the Suburbs Transcript (1957)

Document 25.3 HARRY HENDERSON, “The Mass-Produced Suburbs” (1953)

Document 25.4 MALVINA REYNOLDS, “Little Boxes” (1962)

Document 25.5 JACKIE ROBINSON, Testimony before the United States Commission on Civil Rights (1959)

Draw Conclusions from the Evidence for Thinking through Sources 25

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

The growth of the suburbs in the 1950s was driven by builders who adopted the techniques of mass production, by public investment in the expansion of highways and roads, and by young adults with children who sought to achieve the American dream.

Question 25.19

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Question 25.20

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

Question 25.21

edUHECMkA3KEucLiyrFhO6iX8mVq7I6+vn4pH0JEBRQLGjSLfmOwxwaZRwCWL6okiYXDmmbZHA0bpSWHFqfA35ZuGYFTTjvI006LafSYkSkRbqwlzbSXWGf2GBlFSMWc40M5v+Oc0akXj2T8kXBgjb8I+dcauHmdbT2zjXMLYVpixfsb2lV0qdBNDUjYjKsbJUL1bTOBGQebjFwmqmC2KS7DAuZzNS7GgOT9uE1QVs2ohGxi8XGgrjhlGanVIpysUptTQ5Ggcwoy8D7eC2JoSJP/x06rN8/y3f2mhmC5BUxlIXGcKsUMJFcAwP+JC/bzrgcrhYsW3USw1cTCcOh5shjFR5pfTKh7fJevGTQvoRj4lw6Gb6gHSMFduesMhAeOVL4p0NESj2suzP7wF01N9koRTxlmV7JwvSxN32UBdnH1mtVzHWvGrswrLKZGoRm9UTDo7p1k0Z0Htgd+dRU88L4vodQZYCnA5dLoTrzeXGP045jj+3xI5K53oQ4IZaO9kgBqqceOQ7bktbt0EDQGBCFYAqRvOViNGlmmwm03Lh8qR06zpl61yuruqn6gRXJgXNgZ4fY8r3dVTrx0X6qYCVuBFV0Fq10q0Cj5nYO3LBx3tuPMVfGnY+D8sui5zEZouvixQYjr+VJ3FvpK9JcFSEQY9/5ZVMykP1tEsEJkBgoR0aTA0aGJ2nrXrnX48RkwPCE3gNINUcddbvSxVSx5wHezFYyjZ6Z+JHIihepA/KB/bGw6uNxTjPqfyVWXVWdmiPylXP/OEUXDQ057A80IiP6Bp9FFDUgowz/ty0ILRZ4kItj/MCaDIvneLWT46vPMIJL8ycdmcpH5BQDKELIIUj1ts9EuJ1MuQowS+4A7Wb1G7uUNuLQOZAWpG2vx4BHT1r27+/JIx3MbjswJMHrwbuicMj556aIEUBNTegELny64aFaNjJJ9k0AxOnHT6hI9j0feWEW0EU08ZlhMipMgC0dcKtRdCQT8cujP2bIW7OlQNeDRk6iY4DVW/c7RNAMb5Qwy6Xih/PIdAz0LLCB2dVrjIMyUi6maLZaHBtUCT3NcNyXe6aefDVCWBC3pbzHKHI9/Di3Lyo3lhU7IaYWDwDAjBuToXb5O87O7AJFDrdSzJ/gJm4Jp1TYDas12BqurG32+1Y7rCqzTsXAkb5WEwLA3At2QCWQu8D92H2HwzwhytfXnzFJcSAHVle23HCwL91UoMtk/174IfZ5z37zcWmPeL1xsBIChA7Ce9Ux/3MDMTPi3pgej7GEIiAxEzky5lMYKtA==

Question 25.22

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

Conclusion B

In the 1950s, many texts and images portrayed the suburbs in the best possible light, emphasizing the joys of home ownership and the safe, prosperous, and healthy environments the suburbs provided for young families.

Question 25.23

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

Question 25.24

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

Question 25.25

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

Question 25.26

LiCnZC08scAqjT5l26OzIxqLwNNyGmRO1YTIL9pkkqVSKBCz1qJhnruHJ8ZHb6fcbnL3FMR7FagvBs8mAvP6oiRYqtLWMOakairgY+h/jK9wzj2X7+3HJ0XWtuGqLmaYQdCRurJGodpb12LqNaM14B3s7HP3B+U+CObJ/3VvaTL8/fimD1b7nIv83wyOl1uDvUjBVVTXyqRBN1XLdOJ0/+XmzzJzpqVZ1jDRo18dfGtVJMU41ZFxf6BXElq6+z9ifnyuAa6MTVW9QXJXG577YWRuIo6WzvN41VOOr5nSzB7fqThSghTvIQI7yG5TFSnWEtLk8m9oHnc5AlDQF4a/2Tk6xf4Hg7fbTc4wdWrVaXBranKYOrFshGC0xex2PwuO1p65TSjR9dp9+4qRK9t2vEbH/rBUuIod9kZvpl5fIDvNGJYi4/ZqTH5/W2VRbahJp769tnjJ5Z4qYOKU6g9qYtAL0o0Vp6+ZxxTG7ZSSbPJh4y0loTBHv6MLVu6EUMncUVsBCcAYgXrhDfAFoheE2UX8Wd36wFblLPPBz6V3jD3EsoqTyYET5x1QZ/rcFCDKUKB1ar/Rx3ap3vDuz8WUBBwpW72UkKxBmp/Xdh+o3v1YddjtWy0mwP+J2/TlBD+Gru5JdFxljsC9oUIWA1tmH5esdkDgd/HXErh0ic9eKeskKlwX16nMNyAzEHdUxQ3kivlV3lTwbfD0irg3iGpbkk3M8h4tdZnsIisJO80OWuTwikR2SPicHqPUQHuPquf0Z2jc0io8hKUg47p9+bKAYQaEY+ZEKTZgeUZk6a3UJn418HN2i0DQbaKYi/FNR2ZDq9rDOFFRu6NquUaliYTtpS+IkbDPZx5gJY+iQNPsPd6z3IHVjHuLen62uIDh/mKpw5hsZaydU16TnO4T5cylybYg8fe3DAaKpZKiJts/J8HazcNoy5rRoNM72AAe/idv9wyJLurYpnIDSRKpW5TYbTZfjFh1Q1rjsBsA4UMXz7PGMyxKpdQYyF1lYGr7wSFLkTkcesuTugqT4uFE4nGXI5iSJHf9IqRVE2350pva9kvC/ZbiIXCTRhRHQ/wo86hR6lUWoc8fWsynWikOlqDodzA87J2ZHtH6

Conclusion C

The suburban ideal rested on a reality that included lengthy commutes in congested traffic, cultural and economic homogeneity, rigid gender roles, and the exclusion of nonwhites.

Question 25.27

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

Question 25.28

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

Question 25.29

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

Question 25.30

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