Chapter 51. Chapter 7d

Quiz for Chapter Seven Thinking Like a Historian: The Social Life of Alcohol

Feature Quiz
Chapter 7d
true
true

Select the best answer for each question. Click the “submit” button for each question to turn in your work. Click the "Previous" button to navigate back if you need to view the textbook.

Question 51.1

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

Question 51.2

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

Question 51.3

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

Question 51.4

HD30a+rAFZFEK01hXcR0yo1JUMIh61il+Gs6tYlS3ERXjtrm+wTo+MSHMsGZLokEKw4GAYvmvJ42y5upXxj7Y/PbYx6/Mm925r2l3dNmjezcA0XIZfl2AegAA8pkm8BHwyltxuH+yamB+ETplmX/owoPmDMdu4wZs1Umg/mNDo1CLDnMYETditc2eTPHVXx/T7kj2+AVL2hk0NJnwCXT3NWCtpIM5v5PKXo/xL4aUnaEbBHtKTs1HkYXU5exiKfJ8bXVgmtb9xYF5jzM6DuK+FVVptSOkS72n4hwiuuDn9VAj1bpr1m1t62Byqfjhs+yr2y1AV6jwCP8w+AotyCsGHT3+e3Md0M3v44suqjAJ5gq42SrbS9leZbfuaCzGOmkZ20trYXVdnVEGAJbZ4dUxy6WEjAGWRxs3qbm4qrFyFkMya4rZ5eYJkCwDF9AWv5RbIVyAuPKFZOZB0WMdhxNjxAglWldLyT6xp5Jm7TRVQsPvNmzkj7PuHyYOyZNOdVpOzOw3mmDzhFEGnwgSwLU41DAvneiGmm+q8Zw/Fo3/y7H+c/cJiwF1chqPR+xVBjwEYI/dYq7DtCnExK8JReN7fKqwWgFHEF+CyK9a/irHWeurYKwu60X7wokP/wEaZkMjnTacb2d/I28hZnQFAZZ+8F2kOm3g6qIjRrB0+EVblAKzlWP3JfeVPpRXBhmS6+9cZj754exGZ7m8UvInVeqX5wV3/G3Y1cxVt1RCYm5pTB8PCiNH3ZTiDjDZDSuMVhxD4mr89iPRIZSUzZt9TmSLmRtz8dLxAj/1UWRydiSJRrDJBoHGxWLifJlDoSqn0ho1P6YeunEC281V5ehxX9XOe02ebUhrP1QVdDk6b2BIdPs+gAxTu/Lk4Rrfd1syOL/Xt3gU4rmA3ClxDtbk94EpeGXwtcu3h94iUBQ1QKSQ68RQEis97A1CTvXoS4XP5IgHJNT30fyaYQF/tqpqFHNAOloefwgMd/qs3ZQHNdDmig4r5/wngBvFgn8I6XO1YXZ0IA5bQ88c3ekzX9FnV3y0IqF+9B9sobDhOKl7Pb663jItigIX9GTr0kriNXBwfd0tBuGrHrx21rsxV36YqHhQcn83gj48cDckToW2YcR4k8L1QV+iP2OzECgeAc/mB+lj+v/XWRr7X/mcV/T1jPoBwWcZ3VxdJJvkaoRBE77p1ONHMbwuH4Ay4Y/0OD64e2t42Dcw0R1oTfHXOrviVHBH+KLftOYA/NWt3Y0K+jaUVqBRZGEgo4LKTsncNVk7KI//bYxztBPpxvxj8ZmXwabGon1o1JylXMG2gRaqpV4teVRMx2qEe+F731S67op56YraoSdxwEqkV3kP/3y3iTZcA573PLR674gqtqSX1ZL2aJsqOm4qByNS9eAtIwRGhFbYGOzapHVc1l0/L+uIbJjdaEvJO6lx7kY/9FSEpzjpH7GMFwjKe3vYUdWmYaL+zc+xp4Su2gFMFSGOeiqWT50AmuW6hLVUAqfu4wmHJeo9/kGkjetVc07j4C9MYI7Ab6WZ+lyOHRS1b0EWmq9WqcNghgS+UjCI/J7kuT7M3ZSotOYJ7RBNGS15OicXAiSh2HF1MWhsFsR+fEyBwLjupZIxp5YzqYDkWaUIqHqqO0cYaflkv28qQDIPtvyUJFv2OukLawwQ9j3+PbJHDrQmNEEwqXcoDYUGv14gVtKO+pY3WmhHs6JNvYJZw8KCNxLbYKYSyWqSzeK3rX33egAlAHFCGIqV+EHp6XtJoXKDb8klItc0iyA+zPRf1Z10yrn+ueVH5WQP3pAa2QMhVSWeYtWbj91PCrp7pVNCQ8oA+rFzXIqX1v/NbmP22/W1qlU8BBlZqNZt1hAO1WOPRYLwLbHr2YQsDFplEPqUBgU4bMp/pcbA4xPZbFZp/Pq9ZZNxWOnJ/nj8rmOf60xx584DoikKV5j//Fb5n6iOJSKTpoxlTnKXpGuv9fQ0Ad1cVzxR0HyAqrMDyvR+mwpOhFEJES2ndkYjC8YwORcSNgd9xqDyCrEXDPS0dYJhX261sY6j5JpqF9U+4R9PKgJ2LxBiLEPDlEmbVV20QsM/FjHeQQG7Y5ACinpzrE7JOnNlgBuPg56hqzcEZ1uuKwRi8WmtYo9NKyLhH3sBtC8bH7h95UPABivJHYiR+mt8MzJyJQpzZoZTs2kDFTAXRhX3YYnZdgKWSH34QA8PhBKFrgMRbTseQ8oJxLgH1B53E1087YRHnj6VtggwVLOKF0kVepuyDqrzznRGx83UzmTZSCCJf5DmSNP5+cQsK2A463kvI+sQdjmoe6ruImMq1osUX+l2w9MFDRz+a1jbd8kAi4zNbwC7JJDfBFN/3/c78CqoYzdXA3q3679QZqQuK7CZWHLW/nbB4Qtg3rXA3hHf5BEziITN0R1CqfdI0Pb164ryT2IumY7ns4Zc+YCI19sUH+lXTwATXoTtOqU+xhJoZUUCwX+4eneWXtcnQoqQH8jTXOAO6KpkMiP5vdzZ9xm9xtHAAo6s181+2J/S+qDZGKgLM6qq4gHkdr2m/oc0LbLHvHgRde1ZkT04OxYOLdpUktCybpSkUezgbk/jRTffEhkgswWEi8INNNXmmPQbsH9C6ZOiK+fRAisMFYMlu+Kkem/4UnWqEZ2XqUnZoyVRJob16BeUE2dQRczstKXVHkDI341uCy5ljL1HD9aapbkqJUCmKn6HOUDYfqcHcp4FvWLJLzwFeTeHW8rH+28RhBFPYPHb7qEEvCT49hXTM5rwkr2m02rof5Qg9ST5MDffDkunPt/DSosgbVV/4o94qH7lxbsvq1uVOM633TXkSTcV3mUQaUeF4L7UPpzWGO8kou1osIFPZKDRkasytWouOF8T/siTYzTo48wkRWay5IwQVGDCJEWm12xZrzdidTCPgPwEmMuPqbPlMIwamQcSoAFK36SZyws6j4BmkdX3gzaiZFkkOdaLhNly/T6lAQ+NFtNcJC1sfKfKQqX+nYRiwaa9rQ=

Question 51.5

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