Quiz for Guided Analysis Document 17.1 John Morrison, Testimony on the Impact of Mechanization, 1883

Quiz for Guided Analysis Document 17.1: John Morrison, Testimony on the Impact of Mechanization, 1883

Guided Analysis Document 17.1: John Morrison, Testimony on the Impact of Mechanization, 1883

Choose the best answer to each question.

Question 17.1

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Question 17.2

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

Question 17.3

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

Question 17.4

quKVO3bEUCTL0e2BQjeDHflv2uggPSJ3j8V/eQfdoFcmX2ee6LunQnkWSQgkQC1K6yvpxiqZvw4+wrGD7pzDDI+EklXEy5rFe2lIxjKoNeOnq8wjabQNebTbLFk5GbQXFKJF6vMT8s5Ssqb2y7+UpBEE7DIQTCSm/9ko7U9MusGCCR7NYhaO+FsJOAtMFJvptZdN7OxnWt2fVGzIMJXfLmVRQTFcEoRedmSoMVB//Ay+pDu5GpdGw5/Odlk5hENMLjembaDl5GD07ytxqzdLq12DhVtGgd1XdBPXA4ZxRTjbhV+oSLZ+r7raTqF1q0W7Ckf6lNzg2nMnr1luO/t1GFEDWYoMORtp3sHhp4mBkaznk0iECrLoDYFHdJilPD40Ta4898JZoxzTfIAfgAtCvxENjbqgOFmzMtIs1NKkHmbv13L2eZeESHsi0x8lHQigYuJ17iv5wDAulgEjDlzY9HrPPm/4xKaSpEEe4omLUxr1kjCwKw+x7ajtB78+kScUB9GnZYpbV7uwRTGB/mclnS9lAI0vNwgZbfdwUfZqjBHTNRi+yByUVBTTLXXNzLyZPJ1jUIkBZR07Z9NB4GcWqH+evm4NrzqUot0gI5xwoc2fqAe+Q8+D3LGfuKx0zSRTiyyvZTNNjrBSHeEhM2qKziTd1OLqoqk9V4zOubU4j1oe2bLWSipDspHGlDO8KLqQgWUzmGuhuzmv6x/cIjRm5Em52zyCEz7hz/YKPFg2OcoYCBS0QX+08oJ8uUS9aSF9mjpZ+Lsv8bnSTa+Tec5f8suDM0afPTCziLPUSf0jbYtPqlKHKYmJ4uk2Etbkd8p3W0po2CUYbfyDjJsK/MZcTX9x5P5nunzPaVWqzn54w0hzpirBsku1ZHYeCzX9nuyoLHl5w2D8sj9F7C+fzLyAD8MZBrUBMY0WaszuEaHg9tUK5IcQb0oNssAMTdQrlkNGrk6BL1stHYQBnr8hAyNCCdbU0PNQ6QnmclWasV+S4CdGk2kjpXY8U68AmHHRyRYGtnbc/76kA5oVvyPZedwJyOX5IAFmpMc4c7epNMKFcKgpGDxylzjR4rSM2ilQkTtiCcIQBtQWtJnwNGwOjN0u8nDuKs8Y8Xa9EwcwtquNciAZhO1aSuk/Yk1nFQA5TUU+DkfrsYA2JFJCAmnmO7RmK2UfDeoMeDfnt3M3/pRZu9wYQw5o2cAWPUEg2x9TGEpQda3sPfYGpVYDqdNYLwRd7HU4FmpFAGWzjvii/SG3hZgHvkKaKaEIY+w3fONhmNSrPp7lXEViJFpf+9XyxeA0/xYkUQTj9Mk9++lfmcuP5Cx3fI+71r3OGAMs0F/31Ey/Btl/RrZfGMs5ULbE9R9C80DX7zj4VWFs5T5MBqyltHxMQ2uZemtbI/13aSm6jxf6LJttd+K+Ub0Ig4LnmYeXNHPUFKa5qFuvaf+jB52tbe7Bn4QIDgN0uqGozNCCjn1+39SNP8EWTL5yZ9e91DhZQoobdB5xFnYQDmVsi0soPH5YXX2cA2+O+DlVzc/JrBm1+aXNcyI470RYGL1uXrIEHXV7VLLEvF/L44/8S+fKc4v/e1ggXvNB55bDrMDQS9ERj5FguQcYfzMhGFi56qKmzXqNV3cXmaGwjXwWYMLztG+xYYeKMrHZPyMiouv6dKfDQPQ64RoEAvsaVqLPvsShmC0Wrab9xMkzpU2uH6UlNIirPHkjZ0iCqmUBg2Q6WJ2s1RnEujhzRbpWXDNc28Zz64LbBHg3XAX6Pz4DYHjSO7Q=

Question 17.5

+KtfJoItOnZiBBCSeXwHFfikFY6JItIaNdq755hoH0TBfVgEi7mJKCak61Bhb8vWWNrVxzmfv1iOQV9L8JIjtaIRhOxxeusUB6/EQz5YS5cKzg1iUOzlG1eqDfnyiSVy+VFQVCggYLcG68b5xFNuFb1fTpBFPKa4cXMT3G3Sty/wDkqjkMhAathdxGGTNYApGaUNpbrgHZZyXhHt4CZtu/QRawBpoms0H9bvoauMyoeJ3DRFAhNsGEDh+pRPyxcqIHoweIFcGP3900LZOtEf5evc6fw3p/ecJR/FVvjsydv+ghCHElH0U1vcHeZzklHYJc+qMgtwsXPcTO/fAEtzS1h4wxwmKsd7uqq5cW3kxg/Cqq8hn66EIwrQZFGwP0fIVjtPMSyR0bDzV2th9x0Y67THc/FF5SBNwMsZBQCQmaC0iRNUIHyGVSFXmLp3XA1gNYNpaM7dAt1W6KoZYL37zL7XiPqE+RnWQt35ik+leJ7LlracbrL6AaUAnH84pN9w70dO5D8tpDhMPEXlaqApGE4Reae7Ixem3X4tcskeXDtopWSc/Uyy0qzxaAi7cLUYfrHIxN7Tf/caaYOLeM0/cBYSSLeBF87nQNSQ9bNebQWkt7g4NEmvitjfVS5WmiEEmCm3/VDfieMyIYRP5kW/h9HjZQaCgFDvVB6KcGJwoSrTtsXqfCgsjHlK+eGG1aRWtIOSHGcaqCOHK5Ez4CGqXQPrDTdrZms7Or28F3Ox9Iqp2YVliq2wHCSWdgW9aov7TuW8w7VIbxAF2cYoMO7nutwmR82U4Thi1kMMA1xt9h1mnM7gkeskHBrr1CUwsglqxVee0PaN9iIN2luLlVvfXh40b6xkwYC4AlaTSAJpqa1zo00P4MasJcF8/y9FOw4r/99tbtH2tmJsSFfZON1sH2AaEsCiljEJRObIU/7fHRDJolnpdTC+7vS3u33DgjbhtduwHoKgcRtIUQxlZrd9KX6gS9ZSFg1ydVlPRQIQFXZowlAntghzt6/ZG1Z/hIEJB/wLPliscLuHVsgMiWG4ejhztTJy1OSr5/ZakUPLsmYmI/4PMRzTD3zjgeTu0JXHVxX4/xiWlUjtPUHrNgNt3OIO3PZ2+zAhxPDWYQ7kKwCoP/f7CfoJb5i1GIpUWi/qbN4S40dvSF/ZsTF74r0lzjJvGAdaMxkLP8xTN7cGyuh2Pca7j+R5Biy6xaCvVHk2wjO2X5NPVn0msWy/ZAb207lFKKtdEz4Pm/siI73Ggpa/sn3FaCxtiuYZ+4+1i/KhqNNG63WkeGPhpqGQjWdJSULp/VcrYSu8uO8pHMcK7GwA6Ynjcpvo0zwp+U5lYuf3l2hMScgbIzBusZsbVc8zi5uWVwo7zml834pGJOiR7CPzyZxYxh65rtfXPkl5jUfTOY0JvEDDM74SkG5Kjt+4InR21xX+X/m+ROnL4MVJZQX8sST04Jtsop3vka0P9ympidp/zzlsi5eK4GDZOXI0krFUvvtm3vdSeea90viJ7uTWtrFkaUmUQF1p1xq/hh46TnI7W5CWKzFXA5UVQZ7oBDlAbnSFIUz9L5vEoUXRBs8RwcXZwMTJCgx8oBTmGcDJf1p9lDxSgwHvEDkllIujwP8m38eJZ6R2DoPCasTtPLWmtqp7qyh1wuTzhQmyBuFIr9weJWMEaI9c4f4Wf0k11HFUpn25mv37Xb2IAGSTb3DiL5tcfojdYkeaKYBK0+ZdWtjgbCLhwnbNUaJfspM4naz6n8+9cgJEWkHRsjg/aAm91tUs+OJyOLK8DaJJq7aqn9+iN3Fc0jrzJri8LombGuuMs0YRgJh64sTlXWuz2P7ceXgakohqBXrVDlnWDUEW/LdexuMgtr6OMBW5MEnQ1XzuNB0Yc3mqpxgOrn4ahBiuiBdLNqimj5dGwblMGLA9ePW02Sr+DdWd/mZ2e0yaDxTfekg12FMJHnNwW89dFmCArCDY6Q77iBLu4qVmRl6gIEXY6dkRT6beVwoT3rImZ6cR09HBMUJ48GMEApRdwKLsgZiz/3vgNHLWsiMrPwEeTwv+A+Poz0w+M/H8zeh0amphI/xX3QW/9mlNaqkh3tg1t5LXTKKqfoUBhsbKJ1h/JJ2CjWjX3L1EdteOe7Z+62WLX6jq0nS84M6JO81H/W2KFad/+nWqbTlxexhBWbnED5YYwClbgGxLteZ8XyJP9pSdX+0DB+DJO+aizzEdcTbU41LlSGcCFl3i5gLa+qi/5Mf9xg==