Quiz for Making Historical Arguments: How Could a Vice President Get Away with Murder?
Select the best answer for each question. Click the “submit” button for each question to turn in your work.
Question
10.1
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Question
10.2
gMctXXLO61JWFFXeoiCC6djjkISY/r+bJZj3l3zlaWEZxPRGWjUv7umJBGeo9kcTrBdxtGhfb1o9bPNJ4xxrfkb8Z3iwvX11OB6yjQ6iT0ODcdJzVF0RTbbg4v44xdaPGorh/uiFqRixmh4+3ia6U+FSKDKdvASAbigllc9/k5m/P2DTSkXzA1m2mQU+xnvUq8HDU2Vbu+gW6zNW17J6nYhfqKu2GtM/mzYxZXV9vyeHVNYJyiV63I8mQ5n4SorqpWtnNx2EC2EDI3ouQTqjouVxV9PYOmt+9tysUPxrTsgy+qxFCn/e2n4evapGcxhdgutrbSguAuPeI+aeFl4+3JS6eqiZz7HIaiSw6TPtOU1Z8bv/4MilU13E9UorG/47R7iWLltKj9fnHxICFpk6aedwseT8n9tw0CoupIVEZUnm8ukOpG3MnRAr895t/FGNNQ4gP5Nu7DgHA04gffgGOTl1yARoqgGdv7QHAuhBB+MvRR24EHZ48i4lPVu6UHaxCtZV/cAwzGcyC/mC67fgjsjXadUcSJoNQsZFgefbH0hnmJeJ9PYxu1NoTl2891KgISp4l26tzVCfzPTQm47X261YZR+Ctnr+r46Lj1r6HS1l+jVdHaj1DNZRVOytyxwcLDCuI91efhQuWRKk099UFEYeEuMhpGLu0zyRd5/GBVZKDJJ36pnQRD5Gz77toTWUUHEee2Gkq+PMFakCcCBtbDniiL7uW4hzmsXVjA5Ts1jjJcnAX3L4JO5UMKydFEk4WupRb5h/N6PD/ZesrKjZ79/CQpxfRSow80JROadq49wed2RO+nOL77hjgrMRYssvl4BFB/oGu6OEzyhhumV2i5eY4Yl5NmVp8XR7wz1XiZ6ryjtkoOo5bnJjID+QHWbCSLFEz6HSAfc8LyZ3UjSfzp1lsNq6hxxNfU9smF/NhUAGXdYT9kkr38UFu0Wr3bu1Un9PtoAOLYS6P8OL0+GhE+QUoaN+DJ6aKVkZCluXEZxLLPttJ962GYF/YWaWPZ+lmrawV4F9S8TAsvEug+Pbq9CNEz5UAkh1V3tObZPfN7K4b6jPTuAxXAQoyoi1gwT9lh7hYO+0+2JCs0O5UVD417QNgmZgCRJ5RWkzXQa3hvihHlXTRLSnKANa9lLo/bPeJb7cTg8UsDaCM5ATeVW9RMw/qSyqX8c2G0UHwiDvjQFikiwR7RQ7OahEe+4NEUbv4wEwVPZrjWxo5+cEk22dYOUeX5ViJtpg743UjesQ9gGAFC/kRW1SKphIzmRYgGSojPPLpTc4vukgPf5RsEERqraO+HkQ22h8LdxsCjNaXbNJUZ4pmCd/wOIlEVRG8nKc8MO9UNoNUaYQnw6bW0OqiDAIvvCwamUza8pcS9vXrhHfUCOHmLsIGNehiIFVrwuL/PA2y/ibPrrjS4lzjxUNdIV32qutvTwEtDU/5Lc77sGEoU9vlOKRrEnC+MgAEpt7ciCHX3S6PhoXDeVQ0lYaV2N1j6vODjMy7EtobkRpVNkUzW4jIETzR7vWLLEgxrf70YRiGYdrPgPp685eN1y70R+qI7lYp+65X7TMVt+sB5nKu+EvshyvTBJqXXzqfyMhsQvXbRN+QVjfq4xQyz1MwQLTaL8Nck7YYGHOsq+ERydVhZsNq9F0I+XinCZxkWDTVTohKLjSB+ItfDpq9pwwGGfFCyNYsZxHHzMiTBXwOYoGfbl1J2aRFHj6+fGXYZKz9iezGLgZVyD4/vL+wSfZgEHAwJolhfc6VlfVXiPzgazATTr+CpgwXnywK07MhteiLPFg9S7ljhaphfp+Gm+yZXq+8sglnpOZjOK78itMbUSDr1mhqcaZ4X51WgtL69jVinOwo/B8gyT/CMBu5lI7Ic9mu4CrSzFvQj1vAla7hTTmL5VDYC6KNx0yJ6IOPEaoGI/pe1OOTQqnF1g3AE/3I3xclSGpwu7V7nxmfOpR2sQah0OFJ92S0ZcZR9iO2ytq+heeGO0W+cEdK2Ra+qAA0Yx/klbKS8kHc3q8OEEosYWZxp5U4lR0sg0yPebhNZlsoMHVwzP6OZdcFjTSnFSHDimeRvv27pu/fmSVZetEfNjlPSEyToc6tIYSqK1UXzySKN/f81MJdO8c5qGW+14aTr+yEaCUqNLpW9MPVU5qNKYMv1rDMuIyX4NxqXVrcijcsQbWB/0TaaGGqfPIgatrGoLyWofsh6r0F/g/PPxTf4HjlRF38wiuoJnf/YaWgOnesmguRNCzLs6Pjv4BvJrfjOjcxDPaZYVebYREbv3F1wO6owj85WGc5dJJ5axH5A65H+aLeS8D1+kyHwPg+pr9tDmEKanz4xheRE9/PHorSQH759woF2qfsNu0lFtxzjkWSxv9iWy5j+f5keACv/XdSF7CdpgCLFNFXTQLbXEuXrGoWUG88duBLRuen++PaSOBl3SKz+EIAuIvmpdYTrk8R2pEZtEUQLT41cjJqZpcw7gegzXnohuDGSP2AIsLUKpdh4lHqX/H5dGzvsNGTG9edlqvr7o+unVy1DnEa1zDbUfyESbze99dSpH4mx9KyeqxR7FReeIT6pwmJs5TiNiqjqFRsomltcCHrHVS3LdNw9UPOvP3I+9ZzrpLlphwCEho0Rl0HBolRmGgV6LgzU8whMnG+n5mJIBVDdMTz2qOvIoueI8JtYvTWRy2xGU6aD+2BX1QfKbCBIEm2vo/4tcdo7hABXUbR2U+g5exiQOBQGJ9tBV1Sz9841xqr4YikBpvuB6n5HOcFx1Zn5cy2a8vBnfe43GhEquvaZ7oQ+qMDL+zFOsPMFzcWQaSH2EY6Pjx9+fChXLIBThd5uIMvS65No4J0b0wFxo4tq9RMlGAGpIdcJ9jGf8kZMofX7fIc4vfcctivWxCM8BeYvkeOpTneJds/CT9ouM7se3zOFO+LQWrXhyMk0OEY/5iRJP1ryNUt/Z62jJDALQM6WHRqTHCRZjsOGZsa9WbSBtzEA9a75xaE2QYMIFiI7Rk2FbFmVLvpGr45MslwdPKL/xIB7NOyXyW0JaoCsfia3raxWSXeb8pxuKeJVGv9rfUgqHtMhY9ibfkzRXg6hWUcBRjekidRVdiq1GehU3HjkNmlmwAalnIVlFG1RhXu7DMSBniH20sM0kMzdL09xWMQfgfyQwZRsvwhQNfOHmxgjvLFqOPPDy92OY+/rfCH17gX6kda+GTEamLrFjVDXo+9Fzw+zSOYON4z4nFb84DUStCjLOfLz6uKOfIZUOso00Cc80+Nhj59XZLqvIsvu4p2DLImuC6lcukPF5VgYZRM7MR9d6GoBDjSEGeoA0rQZ8wEJoy9x7/+4dF6mjNxyA72mqfM0tQrQFvTicoVE+A9dJHfVO4LTBkbPX3QhPowVwGD8oXLF58UIxn88z0JnEg21dZz24oMWpWxIFW0c9uXc9MWqlAlXFgBlVGNVh9v+uZvZPWkX1O29bu8+8lB84kHBfrBWY1B/P7+HuTQ1E+PuexaS7LqNXmiVsxm4BwO4POhibnhodoDUMHSpGvI23OBOypSjfUrWKhxAkesqXrDE4+OeX3ysuG7D10in3yA8koX33XXLTmhYEVjIe9u6bg1psYglTwzqZ83upxXxhjD1I1KI24cMURE2iujqlm+42rw6ffGd4kkOB4q3aSIxxaO+7TXCif5rHqUeqR2qSKId9v0Pap4JR3RCNJNbEjv6GSP871BwqCo8/GmS/Fon5U8Yk8JOBwBZj+CW+TMlfefkHy6cKkA2r+NOT5zzot2Zq5sbk9DNdq02cTg1slvRI=
Question
10.3
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
Question
10.4
aFlRLmpNYmdPmYT9XVUBchddHXaMZ0Km5D1wi+roWlZC8ZfyZ7RbxVX/qvS4hzKUvuYsQ5IWMyMLPeWX2p774Y6GPpzdDOMx4Xaavy+McnttpaXrfvvtPkAVBjmdByK+XTqq38yrR3OAFTgfY5abbKDb83tbXgo02wx9SCXBZSMHQfkV0H+kxSfY4/+pmCo3yVQl+qOm+euRn4wZeOMRypirV2kwOn8jpBpavZ1Ba9kslS7FmOR7TfpUJhZtGOjIpn+QKDxb0scW3j0GIaxM/rSpMpH5gi/pZzP1YlTWH5s5mQEQjtieBC8BFx+LCtgXOpU/F0Uum0HcHe8kp1ru3+VaTwdXvWolX1leKYwllwRGIu265HEcS+Kt8jrJbZgeSkWSTStWRwlhgc4u8apO/J6Ahf997B5U0mdzg+ETVWuxYUBS6vXzFTFA0b/YbwyyX2UCSCsDaZatrW8DtCSaBRrGkvin1+Wc9/jK9+4h/X2X6pFbeyWm3MLfewQ2j1Tz2wNDL+rrAx+xRCOaRaZexvm8XHq7e2yo05U3WrLYeGYkQBtTa4tdyAGPxjrl+tpikxgP6vM4ljOmTFB8QGws8PKpKed7RBCqX9HBBxr4zi9BCOhXLWwf2hAeTSfiJwrwTrmU/FR2mS8eOyM8AwyJ8VhiY38Y2dRUFBAfpgKFiHHyiaj8wxbt23NFwBnXe2SIpy+gdNUh4lz15qsEvTuF4tib776oLTW2CtVtD0qFWKCkhPq4OI5uqu+Og6HzXAn/PB8bW+tu/6Fx8oGKewwU9WvW1Xxr8Kolu/z0tTd8SeBkua+10FNR8Vz/VbdKcLyWKn8QlcOaIjGPMSOutdSb+Ms30OvfnRQWMTKzjElXau+hnbrLgz8CerFiHJmjdhYmQ1/SFYcc7TrokIuAPPNex3ZmDuyMiVPKlDxuigStnsWQEfYgGE8hxIyOd7e2B9XCB5OZ8VFxtPpbgbTQCEHMQoMt8jTrQlClWW8Ic9tYIOXF0QfFmNhohWrNVjzIYjDIvyzILzTMWJVWelx9MLbCLaiyn/3ZY3PpJ/I2BWHf5jVM8NCqaNyjOFv/oHKMIEjxixCncLn+ahzCzws6EtQPu1IY/3Fvk6Esdwrw3Ry7Ias5k+48usr2p9OTZNcOtvFmKaBmFXLLq7dD+4dS9/Ocs4AFEjfjkySys640Oy/m0im0v8llkNXCZX6QqYMSBlBJzA4FV9aEvk+3CRFaLjZXIqCEEUcCdwCjyRjjSN8uUIrZvRYFCO4Y5Z/vROz2asrTMzfeQ/vjVkMsEMs92TFvTX72XNbD5s0Uk1sAIDX2T2VuS8LakLUA2+7bXgmVhA3xvaBjrODw85C02BItUJ27F1UbMKYl55XnW/6DnEe2WflYZMulg3J19kJRgRMvJeMQbq8SyN5X90p6+ZcDAq+DAWTYCx9/p+zcEumDy0KF2/6RzeXXheUFFhNapfZ5oPNo1pkLgayJUvX2KsDbOfRRObfxF8VQ2tOiPYUyanGbiUut7n0nhIdSqblTLG2/G9LODV2ff+BXrvHM+5h0e6ejDfFX0m1DHueEgTbH5lWQW3vlSZNyaqUrHjYUhU3Oe+1LJffxvGLRWRsiDiZ6pbBhOOzpyN9F6Ls0oYH/YgVtATeShKf0rWvj7SqQmns/FaW2qS9APzM1bfC4UXoxD0XdJE8GR2qTtKmU6pdWa+c+aRTPRm1cCM0a0LI9dUz7TZpkafNtfCYTsdrc/gMPUYIsRjINSk2YsmUYt3whWV7+2mEnW4AoI5OrND+/l5t2w5tAHPd3YcMR5CoH51xdMUy8MqVTNWWBy4sqFt4bBq7wA7zLHbZ2SXnFz5saCNnhZusdR7A2IhVNg+zb2+dPdYYRHEGjv77w98I9LYS9NXWF4W/f7FaNirO9oO2mZdGyWelje44z9EVdH2KzFKAl6YgayGfn/71MV1Br5Kj69M/2zTI5UHZZkFgosiUGBajX6HlIyILnGl8e+Z5FlF9dujKnV8HSqBbbFTaqqBE7Us354JWLSvsh/+LRjHmltRjx+I1EOXeq1/Hy1UnSdjpnfClYmMs04IhpX80wbc9T0YbNKzmOWXZUVnC/7JF48Fv8BqwKNAzqioHVmvME+F2RgxzWi/ihtn6hPliO/6TDSjhnJj4ERp3RoMCbIt8DWgpwDo7vnPq9q7RPC9bieBEBY6Y4Sp2qzHRuS86IeKqxEQHVuS3RmVEWWmjICirCi6BRTabhMSEQQlEywiygb4MkQJ84FaLBKAG4QrunHcC3pzEzWV1PXq1Mrabw1Vq5Xko50pePEglZv9t9m+btFKIuSVXXcahGdeGrG+E0RYpGdj9VX+n68+aGpZwiO/0zA5v8ikWPb3TEeAWa3zdr2UuDgkT7QzO2XXNr/yCNmhVHCg==
Question
10.5
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