Quiz for Analyzing Historical Evidence: Ida B. Wells and Her Campaign to Stop Lynching

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

Question 18.11

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

Question 18.12

01Cb/ugFs0rEqXLgatT99DmufrEvTWPel9rc0Qe6LghJjMq5ZgYfiufiZ3KkOSKZozHoy9e6cj/IY9LJ8r5rrfqwTW4/x9G6i1tlpzGPUJVV4hwDcjZZNM9yBn6WRxskgZ8ipyuyans8Dvjj6uzEw6zr7PS4FiTRDYlN8K8Blta3HgyhyIpx3o5UnavNA3Zcj/YPds/Z6d+49kEG7HWgbD412WzCCbn8NRilDLrcaCwGc7McJnZUzm1IiZwai17inFoFbCHrsJRir8kj3DQXnyQda9KLCkORc70S8qSL7zFDyCiscQiJUZDboLFE+dqkU9+76OEY7S2GgrDMCGHQlhMI9XWm+2YljAiit4JQtDTyZuvQJAD0juGhUAnSUcfngrBnvVD90NvFPAbmp8q8XB7wWYt4MTRqQpRWbq4eE803O+liW3/h1mbWyrXbKCv0fbf4TTW6ROyaPAD1JW7zvBr8tK6tNH0yRWvIDADZ/NGiLStYos73sMYZ0vzFpAcnNWu0t7CMpQ2bEbxIPnuq5+F14NpfAAQPfNMmRzFAB4HQHc4blSgzgxnrUtXdASJBQiYH+ACqny/UPR7GM43FbNGQJheB1r7SO6imfi21IsIsmcFm1SPTIvCkoBhHWIfvpGSSNwqi4GDdUiHAonvBf0s4pd0U+3MVh1NGyyl5PjSXP9s+9TUkW3FQ2Rw9jj13Pyyl+QLBRrod9+RPDgzcbxUnCA1xYfK+rhx4w4smHvGkUKHxlvqtCekbhLRhysGmkogdEqkpI9z4j9MzVCZpNNYmVdVpKwxh2+eGyJA9d5QVF1NTmBvq2NVliBeh1U7RvQuiVmEvc+gnHWoDmYSrbetozBJaaneosEn2zYouzMFSzRbGuLWBuGRykNWLln3fXyZRowJXq0ryqcFIWBNubYV3ljXJ95G/LhqU8isXtD/T7r78EY/xFE62Cdt7cPWj/W7jKs4EtKH+ILm3ocd8CwuzaiLAr3WI0n33CR6KF/ugis0u5C6iw9acvcq0gO8YcBBwjTKawST82QmOBvErd5oPugSPtIEzC2awEmZbnaWncTN+czxCaygiC8r2IuKqctFQV/sgaDKLOMa67UcfEJdanmZazNXp+dx2BGbIGu//zkpLC7I4DxzGlDlf/Y0HNNv1kFLbf/re1ZV/tbR/iMdKdIaH5DkoCgwrrztMb6gYPE5ZFnrk8CrLzccPtiMYZi4oz2g1pBhYXDyPiThO22UfLCUYjzG1M5tnKm1l6UlJUpPcxKlt3ul65/nXeR1Kfj3eVzp0Qi5VsmEmmmtolM/FQJzUa3s8cg7bsoFHwKIsXjp9hW4f7WzhYjBFHnfYdHn8c0d+cAOGv59DuJk3S8oj/3nF73zJAKuwD0rhA4SMcmHEVpbP+0QSJlcW+BO9iBGY6Nd02EyHXh+u3cEr595Ls70AIvd1wIvhPODVn5I3UnFk3mZZ6t6eh9GuD98UCD0bUcmjS2GBjWvPiIYVpkSfifVlcTyDBZfnXh5rzOJf1Ku9qvrw7hL5wX2vDZ+aDgH3zNJRVr2zyjybUOBGglok9wb129L4svwLwFgtrrfobEM+oUPJUcTpBLGahHrmO1xNocjBFa4osNxaSNHy70Ic/eQabgLwgaU0arRrZkVxpWnLQVR12cyGuVJNLfAC9nJiaE1dzhEyuILV6FryC0hu9Szjw8XfKxO1vp/ugohNF0ybZxx5W+Nwc0mjJA9sPrtcywnIDHh1AOCt13pPvztZnRdeGyPD8UIMYp62beW/13f+zlmM4VgCZ1S4MLR/D1DqFhHPvmVUJ9MAd8ulBelqcPP8I+rCye8ZfNG4v6FJnQwRJ50N8tU4h3fN910JuzBvt7WWYQej9b59/Qs4MFD8TLmxq2OMb+JjwkFWv2CBI+jq2nNSLgwoSATNt+yfEiVX3diR8PwPqMv5LcWbN1xDAu78lF2vH/OpoGQnROBnjfSwhCDjccrMoZlvgWlEuM1f84foxVWFi0jpjEJrTQLQBE7ZlW8kmeL5dORNUgMlgg9uwlx+YXO8MnsuZGrPFjtHaCcC1pbrTBOZT9OfWnRIFmdrd80H05bghxWtCuNrc1hJVq8FMApmNi387PAm743oKTpAI5xBheVP1iO5vNDlfxdI5vwLNDWLPPQJ9YCg+v8peOsrt4acPO0/SK5+/koWjo9bToKt66VDamZP35+J4jHpavaMAY6tyRuo+BROjeUvL4eydU44RkDtCkEShhEh44Y8k8lsyYB5KXjsLQWWdn5rpIypPLBVXbVA+ZxFs7yjEfiA1EmLSgLM4/Utk+VokFzxSUzRcH3rMXMKBjh8FPYDT0cmZ6v7DSKFltRkf+cJWP46gwTSXE1cbzimn3qwnLnZwD3T0BHd4Hs1W/a6kEq4pExB0kjrkhAy6S4qx8eaAIzK14J7nAYO682xjj//c0d7fWBc8Uv62qGcLa+wfoB6+SudrlVWlRlmdEGoCNxoSaFMAIVufjWxY87hH9TLkUVbngbZNB9ftT0OY0Pgdpat02vP5k+xHwx5GaUljoTfRui3miv05sjIHkCjZU6bdm4dA0OLOXWdrcm36EfRPsgJ3IWG81IctEaISzpr7OpFPBjWwAJ7z2wm+6uAUqcnPxbkjuaVs2pN0Uf1KVLZ8HXcxuA2UznSMlKzhVCzP3trVUVUKRRnBXS8cG+tKhAVyT13ax0U2zauZCS3NSQL2okhpmguS5jFJsVVWg/K6nhyq6BgLy+aHdhV16yCFdtxQeUEDCJLAd/7/Ie5Z76WyoPfGr8LPLWzq10XTST6NFTIoI40B/z78MPCnLFB6bKaRfC6iLvT3vYtNE6A5QUhUj1hcZIBvvDC4IIYCKZHCUPyzFZ3eFIswSouzQZ95v4Q/7nGCVduT56Y+RshP5xWsvIuKUySoPUqrE0fBeulA1BBZ0YXEi6jFyRhgEpGxFRfM8DRvvnz/bAdV49pOgKkr4dV1BR/DzSvEJdLeMHNJNnJDa3GTCWKEhF+7RQQ6ueolV7PrfIgHj0UvMZHu4V2SwUAIajNUXiaJvm++5Xn31kFlqx/k3qsKE/qWGHiF8kepandxENWNDR+XSIKT67B07cpJtyTYRpEXOm2gk6ZXhQ8HosyfLF6lCowBCQgP6rHXIFvx28MLgOyO09U1UBovUFJg5SPBomKlBRzOoYY4ZzAg3rrqp/l9Szqddv/4ozA3tmIvId4yBJj0EhgrBeHnBmbA9YgtCq4RzchxOk71SEYH65wTMJ3NYq2VHahfe076VxvjwT85t7fVxVNWwpnYZwe1xOftnvcsW+/8p+YdvCaV3m0B0/fiJmSAoXZ/Ong33FpfiJZC2QQiSAmqFu+fzTQoVcKID/b5NCv0c/P2xMJLTUM0hXNn5ZCy1kQQtkNKu8xSq7AyNK5LXjH35SdAZRMjOg2NOvSquGrTtTZqTLyE49g1C9lBsebZpNw11SabAdRGUbECcVitBFkCJboIegbQNa3wRu9a5CDmRq2qDQvU6+k2yYa6fq25sWux6gPcIieoxV7BhOuNEMie4K3fm2E177kUwh1zu6ofWZhZB92bMu3ciEyIHWuePUp3YED1ng44mWmxGUhO3mVXmXyo8egK1ELe1xfr5izqe59z5ecLuTkODqN7qGwO1rSayq/WqJxuA0L1v0Q+4JF6PpQCatL8dx7B7IN/BJYDfCFFFF8wLB69TxLz5Yt9qgkYvfpd9z8LKBjtN7TCIWXettI/mudOjFpuXrSUwT0XvRRGGvUZX+op+WXtmSgEWYvmWKy7Xmz6w7z5yhPlH3wBA==

Question 18.13

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

Question 18.14

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

Question 18.15

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