Quiz for Making Historical Arguments: Why Did the ERA Fail?

Select the best answer for each question. Click the “submit” button for each question to turn in your work.

Question 30.6

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

Question 30.7

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

Question 30.8

Yhqn6qDZzu+F7yURRbDg8ThdlZseHoXYA7JPwtEbyzuQwCL83fhRDwuRA5SJkBfUPg7nF0u/r9kc+ClSn/MGmFDFL2XegAfwyw253gxT/pedOvjXjwqmG4FtQwPIf22AmvUhW2bNQIoamLFzv0aneKk0UR9tv5g0t34VZ50Te1oiyobWYKrCWRmnK/7ls75NsPaCbHBhzW2XL/5pgPHJ6uyXhEy5db5Jn26q2Xc7wXgCnnrDRL0rFnwKWLTPuHSx0JfVk0U8pFJ9wYY6ZRopVlqSg4vfXxBm2HrhK6ru6Wu63OmUnx+lYhFK+zLtIhE82H6y5YF+blNwIgy7yRfyvv/LAVfV66cFV0OMITnkEQkEBi/9ZRqukFEQx+2NUYuKduEh/+/Ho+4PGb/3patU2Q+Pm87uBKMu/m+Xn/hm40fWcduSl7wKNFeVj6a27oiSzFCd2/udOP7Fv89x6fHgx8XPtoAAZH7uf7JLB8Jz4sLpkQd7WmR2r6uw9+CK9I9oK6sq493jdYn0ytqe33yUPfFY6rtikYndnxIxp84/W+GpR/Q5clhHVcgwApaPuAbPzfYNtRg6dq8JcdFtYQwCGGRdQ4G9Sv/EsheO3gx1fqPcgY6tnS/Eudk9XEpwK/sBGs7EYEm63TRyKy36oZ9cw7iSCri6AB4KHaJ8Cy1ufC3ZKJETjjTsG9qtaHTLtYdzwjMzKJB9vqPpowq4+7jiRbiwAlhbs1NgXdETP4XK+lmrYlv4Ie3vZ0b+/ch41Y1uT8Dpen/w7lBVwI8wpUs0WR3vCDj4rT4eXt0Jw0KJupg0EhtdqCIP02G376xNwPo7xY9E02ru0D+MfJPRylDe+yLlh86i/TQMzOnGejT477MhSTQbQZ939hkXZsBeZoE1oKKZ3c/AfZK0mk5OSOfJkK9JSkuDes442WecdwIWHSNi7XL+9J4RJexCaA/OjfgUEWArmhdityVHzXOODwiJMfUw6kuDbAwXLi+gMiLtKu9n2i1PzCPmWy5fqFpZwEKNmU6Pu6+lJ1L8sF7bNXXAAqxzz3mP4nOZ/ysYpJnXfZLg5X9+tr2e4Jri1uFPgYu70L+VOnBr6QKAvp23CKM9JtYY99Cri6pD9zRkhJ5TFmdbSQbEeNpMghwiomp9FYc/mZvO8Bs6SB89HWl3+xRZgtJv6o0zualMqH4s6v51uo6txhAfoK+1D/xuDiC82mKke+7GNmWzswDFlENCEiRwydVw94w/CYNJH6Gybn/kfXz97JWtJ4anu3nwY6DNZ3GbyYxkV4w/JHdj1ZWxmazarj9mfAHaeRUMG7TfYjnquaadOvPwmB04NMCIStWUIGAlDtDRQJCqJlxGBlk7Tsw2sue5XT9v/L4wNOwLHSUZ37CIUX9C4sVFjiIhRhYQFa6WZz0uGvBV9ekBGJj1isZF6FB8Q4oJRnCT1Vy+2DosSMWUnwMK9G8ewt3VGb8VOJYo7RuALJw9VNj7ZLortHG9q06Oda7ZyA5DKIrRHyl5K4IUR6ynQameGcQx2uL1tVCMTMa3TRElCYGu/3KjjXIjsjJBhlRWKKM1RX0uutwnULg9mJBpSTq/+cwHGCwdqZFNJvM3sGHH4XFrNZFn0XMzzKCNLOv333U+iJN5jrE7xKosSDIYYa03fiUoXNEG0sTaMsocmXLNkPJikFowBxSRHMuITelxJqHQhZhgX9oqJeLOaHitWvxT1g+zB4N/D13QBOkoIxRGqYb3TjB6YBCfUMcSIam7tFZrnYGlq3sWkNqPLZbo1+ZDbh+yTKgNjoCasniATVc0OpRmbe0RJKeVS/7rCPEPOQkAvEJn21jfTvl4wt6eakWH4teM0a0jLT/JDJsPqCzcn8nlOSicuRou9N4J1gOn4mHnk8m2aigw3Cj6pQB2jhaaIxl1n5VW7vJYBAH6OpV3h4nElJZ00f+RrwttlpuCIu1rwT/E8wZwK8JVv4/RC/U2xs2xTD2uKguCVtiSc3g6Ua/JTfQlYmtOmZksadcGBZIxiYQMo/flQTr7l7mq9BjPgUio5aP2GiUTkExYJbMWcIfPLf+6WAtuXkopwpOJ99m1v/GYRugTBEO5mX5TJW18P8k8cT3s4cRQkck2A2GeCfnPylXOoWsImOudOMtKXmE92FViJJRaGl7fTVC1GjDhWVr4QdzX/Czi9sieGVl2wd7Axn04lkHvopy93LeoIvSK5AT/T84WleRxpLH9VEorqFQQwZYz3CRgdBAKizLMrIO1oO97RFdg0LWHQv1VY2Y8eUzvCVJPwpnvuWHEcRIpcXuLxQ/sAEflKSyzQW9TRPPl5crZYPtH3Mv5lCNUB4tFzAt00T+bFZiz/r5s4oLu78U+jqzIIQG77SaRrUe0bsubOHkj4psDEKRl373CPGT2rbYv1FYTmD4eWin3xazO5W3eIJ9uQVPA8F9RN7O+qluWn0XnoBTicZY2U2RVgLfFBXmHdMgHtMX0Ng7rGZ20ov0rxkQW34wq/ubEd+OLsin0T18Sj/J3pnICEpzkA7YmExPAQZqqldl3O2RaHJBxGX20wb0mW0ldh7O58nth+QOrjp118dA7XisqsPod12a3b6QjpSQxenvYEB399ry0mCu3zCOlF2w11zKhzncjQiPJNbo1c2bKpAI1sLiMp3MdigeS2OrT93vNTyJS9y48i0C2qYO7CGM4Y2NY4EiJAI8wmMMBOXG6z+I7plAJsq3ev6qk3YnLyM2/hI2tzGtKHkHZLS3RIM1pwH1tDGkk/2yCAmM8RNvRoTmUQG8rp28EzRKuTWg87lALnkGx9LEWuYYXhzmNhribwc10btXmC6AxksC2rj96dY4p67Nk87zwTl5cyguu7amcL+R9kuUgNTPU9Q0qk9gVShk+7OCvLvXkx3ctYaOKMV935PEG2Oy0jwH02/Qwh2PRs/ZXkWuwUHCOuOPGIMQIHFgkZQOo3T+rOCraXKggnRbOixIKB8yV+Pk2ZEJSnlnni79MtQWdVuHqlvZ5LBFUD5+ftXF0KlTe0P1K+gs+y0+x6CtmwF4BJBD2/MvzWhESqh9mvFDrGFCweNRP71H5Ag0wf8Gs4ry2die39mIXI9r4/PB0JsiiuobJNwsMm0d/evRwGt9uLpevPrgTtlksaH/AB82jfYj1ThGjO9lEOtcC9LyKaBda8BOBE5bqjzemZWJ46Wij4IiN1Rmoih9/LeTFkHXGMW1QTntiXTo7yYmjqXm1q6/iARNe6EWBNf3QOECDabblDiVhpGZmag3SR0F39N/52iO9a/aBXMmoNAG5asALKC5AL16ALjw7yYuIKONfEbntdQvOkSOku1wYiD8DplbG4xqDzmce2DHJHS8O1RqfDN/4qYn565+54nJRBdCtZjkQvEyiZraG101GKy1+lKMVv+xqqfzPfP4j5gtd//RX/eUax67Bo4Gg9qc9qCJs2QizKKmC12JS1rS76gwxUndP9Jc5uGteqnqVhtLl8jiGRSDtUBsquYo0vKJxZO8rfwiBg7GcHi2q3roTRHJyIlaS8HOligGh/6OV3184JayW85bk/VEnuyd9a0X2Gd0Y37kyEan0OOvuHVz6DzKSGD4Q7pvpEO+FLFxFg9jC3mlJv+Mi

Question 30.9

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

Question 30.10

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