The relocation of hundreds of thousands of African Americans from the South to cities in the industrial North is known by what name?

A) The Great Migration
B) The Trail of Tears
C) The Final Solution
D) The Gettysburg Accord


A

Environmental & Atmospheric Sciences

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Terranes that can be shown to have traveled great distances are known as ________ terranes.

A. accreted B. exotic C. suspect D. shield E. cratonic

Environmental & Atmospheric Sciences

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Z4vHtg+npTPp/P5YhYGUavdTJNsOBxCUmHQNG612n085ezscvph3G53Nzc3oU7Nh3Os9MrKys3N1WAwAAy9vb83Go2pRkPHqteauCx0a5eXZ4Ob0cGd25HarvDteDyO4yvsa7pMWt12G6MS4Yuj4c/Hk5vhzUq3X2vWRaNzivlkNlvON7e2cU4w3Tx051OxojWazeHo5upCeC7Wq9kE1BRnq9joHLWxqUOQJOMay4GQS1gTB/0yzuWJwWg0efP21eGb119++fjg4I7ibxegczYbjcejOE76/V673RkOB1ijZrMBgYX32MtutwuouMDpXfpuIJsEkpFdyDP8Bc4SfVzwzxzPvb6+xiD7/X5Yq2W5TITmZPxoMhphkcUGpi8a5MSW5mTUk6j3UFvC+JVZuBg2dCCgecCY2ewmUrZijqVrpG351zUA1/wVO59beX2UEQJcstJ7m/tkIuI3DOqii7mi/QFj5qA3nHTfByRVHVKgJ+g/hdhzRCuczmdnF6dgH9gXsNpms4nlUn+HIwdU/ejYKSBRGguXaTadzfZvHYC1YWvm8ykOYFakw5sR1KT11Q2sQeCJCBkPR8PxaHN9A9s9uLk6OZ1DD4zq0fbWDpbz3dvXdXkiNAagrg5UJvCI88vzZr3Z6/fSJD09O0tAdR1QejuIgngZY1agHazKbDq+vL4EE+v1etfzOWi7puEE0E9OTzGXfGdnR90F7tXV1XQ6xYwANDH+8/Pz1dWV/krXU41kNBpdXl5ubW1LsIca9rBf+DuZTHA3WnCBFdrtNq2Y1IXVbJzgtjc3N7h+d3cbJIHLVDtPMIAu6LDZEnkrvAAqQ7YEH/H8ZrsFPjOajLGqtQbUqBpdaETzWOmry6tFvGxhLVrNLMGZi3Ef7JSfevjV6YeT9c2NtZXVRNQ//DKUXQalifjGmgfL5SKNU2im9aguFCDuYSgSTpykaoPIRO3CdVDDoK3F6SJe4D7YhdAPcR+3UPNnIVfiW3ziyRkUZS2j20f1m1zOdqJ2IYEcGskDLjNbADpA425A3wkBGfy8iLMEIgwjw1/x9UAyhn4NUB5wXDiGwNw0zcQmLs8q7ym2M7HqY6lEVKgzF8I5EOtt7lpLElRF/IVSM5mOzs8uo1qwsb4lDh81McqJ9FVEYP7Y2DwdXN1ghBur6/V2M1nMl8sCVCcCUZZGtDVlQr4edJGgPINqJnPVnZPyPd4tFvN6vSHwVGBxSK11NhuPRsNarb62tgriX0o4CpibF4TRZDzCPRuNOu6fiiooagx+hfcyfWHgGrfilVFP4Ma+4zsQ57kzngyhzNZbdXziCnfxEiCLRZIWaeiJO6kWinEBdIBVyeaLi+vLLE57q/1+pyfALRf4Rm8KVjGnxwXaWuHxL3gX3yvkKP/ni9OqwDnGX7Gqm895pXinzF/7Sca7QQnz5C/WH/ej9VDtxU4gKqVY20F1+ATjTpeQeLKSqmbmXHMrqqHuYj2xbu12S0G5YBcR2zloU9iyWGBcX+k/EWoXHiz0I5hI9l+oHeuPOwjGVW5HysRagTLxXlfU5yegSK5SGSOnPE1shea9zMfJ5JyFApxwOufTBV5gQWpG8exuQgXC/+LlklxdxuzRbFRw93laQefKhctTiZ2JY90f1ZBzsRRAGw8g1/ArrEwgvr2AckH0Xs9bgt9NZ7VahDXEWmEN1zfWBQtKvEqA515f3wwGN5CJu7s7+mhxyeI0Ym0FioDF1WsxpB6eBKpKY/ABnnfhEZhLKMozTmsSJyLP/Uz48GKhNKXeN/EFOBwz5qIwDPSZiOIrmhrBLua1xN0x51oQuRKsI9BpOZtit0KVFuQPuAZ/G+BdgeANvG/Vm/qtOkjnC6Ei8Y2W3kHSLD5RypUxBThV8nmCTybDMa7stjqgNJz3hZO3Gi2cvNl05otNLdAdEYoCWpjPsYx1YAbsEU4u90tM0hEe5s5ns2QR4+l1ABIdv/gmsyLOHb43dJ7hLx5OyveUPjOlK9EssS9yZSo0Wj2PaujyxMmln+MGizlwFNah0WmJ2XE6GQ9G+LbTbAOrvH//fm1tDVQ3m83Ozs4g2lZXV09PT8D0IKdarRaoBF9BhEFmra2vg3zfvHkDTnb79u2oDta3wBJGFed+6UyBVJvP5+JELvLlYvbhwxHgCyQrlH7ItuFwNJpOxFEa1ECr0zHuP7q+HuDum5vbGxtr5ycf9DJ8Mep2+5ub62DCV9eXH05PGVexubV+17m7WMz+9Kc/vX798q//+m/X11exAe8O30KU3rv74OjoCF/9+q9+dXNTx32yLIF4xsFfX99U61RydXUxHk9XRp12O8d98AmY43I21wghnO8UjFNc6lFjDuIazwBOZn5wfXMxm8wbrToO8CKe97vd5XKGSUMoT4aC55bz5tX52etXrzBOLOv+/q1eu4OlAOIRdF7kQMwSOaAAC/sOOK42J28eX/rQH6IagPjx8fGH49PD928Hg+uNtW6r0eh0Wt2VtSKNjw7fPX36A/D9X/7lX4wbrd///rdXVzdff/3l1tbO8fF74Kf9g1ur/RUR8xAYYUBXQC2MxtNJGif1ZgNAAd8CbGG0f/j9P2O/79y5g61h2BwDVTHg4eBGAnPr9cC85BiKmdahg4/i09UDBIG6XIgjZjaf4NgFfq9Rby3mw8w4Pa3b8ecG/8pfZ7lMcEOGbVX9faUL03Wtc5mIPwzr6kkUlSEXi3Em6n7gYqZhLYqCGpgImFEClq02iOOzE5DvaDhpNGug9Vu3bkWhIO9YzZPUFoDcQfHYL5Dc82evoBG1643Nnc3B9eXRyVEWZ7Vm7fWL1/ce3uu3O5h6ulguksWH9x9A0m6WNtqt0w/HJ+cnk+EE4vCbL785uHdwc3UZTgGBncl8gp+0uq1mrYnnxbN5oxlhFeezydX5VXKcrHRXNrY38JRGuwGqGowH5yfn+AvxXGs0Xr9+/Zvf/Obe/fuQB2/fvsE/sV8QSzjD2L5Xr14qZD8AE7+8vPjx6Z/29vbueXdwgiDk3x2+wWnHwcR2B3IMgTMcgI/z81Pg2kLgGkRacHBnX86p7ytILWZzORqgh3dvXp+fXXzx5ZP79+9jxcDphjfX+HBzezvY2QmiCMh+PJ1CqxmMRsly+e2vfoVPfvfP/4wt/NWvf92q1Y5PTt69ebOxtXX/7l08bHB9hSvXV4FvivFwCHVvc3291ekApN1gQBfn4D+zMEzyBBQXJxCUIYEF/tfr9AEqoRBOF1NACgherFun3wEHni/w2QK/ivworIPlRvjVbDyLs1ggiJPmQQ3fgnOCfTaiBsBOukzn8Ry7EEjATIhPAInwvh7W1aFdEB6JuhPWwJeA98ATwH5x6rPSz+MqExbYqXA0DfF0iNusuB5eYzex4+1GW4BVAtZcxPMYDB5jc1UEcV741jjXQp6XorSIFHguAA1Y0MXF2es3b2o1qJO1zc2t2XhcKFARqyjWR8SrPOP87PTq5nJ0fbN7a0fcxE6mVhq88dQO5KdZeXJz4V0xz7Kn4gjnF3Ak8KNaPcT6SoBKs4N1wSeOmy3mcb0RAQdMZ9jtaV4kOOm4D76FbBuPhu+P3oE/7O5t4xPsBe+D+4MC42XKsKJQAjEEgoeen8QL2T/cebYcDK4wl07WlhAvbFGcTbBzkzlG3m33Wh0sYA6xThB4fnrx5t1rgB+MoR6EJTh1S4CqwTwa9GM+qX4rHL5yJVYv1Z3A51grA3HLv3gWnmLfZ3pnhXHQcjwNEnEI7/A5rsQ12H28n84XJ2cfcP+NrXVcs0wWqVjQBTJnErkjljmsFcAD/p6dn+BvrS6h3thoVwOkQQ/gqHhy1MA5j8BnxBsvLm4XzwwUPuKTWCF+KBY7D5JOIqq8ItGR4F8AY3nUwOwyT1YJI5FPUskOEG+hAmreQfYBOwV60NMBmvdBj46P584m2IcZHiwSwY8wqvFoivH3oRwE3SSJxeQRi8EK32J/MTvsPnYc78HrOE78D2PGycJfnDg+ReC+k8m5yzxcD9orxGPqeuqGxl+xn4HbZ/FsNr0ZXEKRxns8BRCDaxhP0psBGMYVntjt9HEqV/proLez04t2pwlFDmObzUDyMTg1xgP+AD6M0+2DDnFs6qGEEogCFMaqDpF7YJw4uRzhZ8qMjFmMs94yXeLkYt0Clz4uoYZ4kYA/4PedXhuUEAN+LkU2LQ298ZyCZjx1yGNlsSNFO601IioGuF520IRMkPZKpQrbaCi2EL0PPC8Zjyagrll93FvpYhexhpNE7jYejzB38EFwH6wqVmk4GGP11tc2QblQ9PAJdg3f4oxjfbAmyRLwdYF7TpXagX8iaPS4p9IMadsPMRiAUbDCBLPDeEKA8aDGcyGUluT2vNi/hRiPQlWmHL7HHcbDyc3weqW3KrkraXF89G40GLc6TUhVrOV33/0R4qbT6QC8DQYDiDNIrtevXw2Hw36/v7OzA8F3fX397NkzQNW//uu/hrLz9u1bfDuZjne2d/HDRrPhmBCdQB26OT3dQlvikkwgEQEFNM5Tzt50LKAzCIPVXhdI5Obm5uzDSZylnWbL8YPlfDyb147fv5ku5sliCQQdeF0Qa93zN9b74NTPXr4AmF1Z7WgOh7O62l8sd9bW8XeK81Gr+ZNJ9vSnPw0GI7DF7e1NXFOvR/M5CBQQO5CADPmk2e93G40GPgQWAbQBMAI23dvdDcOQh8p1iiReApKJc7ZZbzShSPrnF0AaNyD6JuBDs7ZcTKDwgFeA9wJh4Obxcoo3eRKLsV14Vq5+n1TM2kJYqdrjaUsEgYs9Jgz8ZRIDkUMsrW1sjUaTpz89A1iHOPzyycNbt3abzUiIfj7GJg2HVxBg+/sHcbzAluGavb2ttbUVTBwjfPP6aHW13eu2BKUBbUgsBoRSDlQNiY+ZQucQW6m60kQPBpm5Ok4vDzQCRWYCXTKJASzBOKH3+jiT8h40l2AxxDyuhn0xV+UaQSUSrxgOB57a6IFmptMRBgblQ8PYxdIAjd4ebLFxOr9o1VCty8s8EI54qXF4NdoIOwF8KdFP6rzF8EQPT9SpJUEzjJDzSkdMLup3LmdPzFJq58XKa2RusdLrn7da5+fni+UMe4pBirq8iBP1PtfEricBYaJtJmLRwtbXa00JNyyyZTy9ujjDFoCYa+BsgTcaX2Ntge9roqAvwLFXVp4AybXbzf1wd7EWA0xAwbjn7EN/GI+H2NPpNDs7P4vfL6BOHBzchhabAWkuk0YktHpzcyVH49Kp1Rrr6/2w3ozjGbS1nZ2NyWR2evrh9t7OfDF++vR7KFRgA/sHuxBIw9EV9qTVEvNnt9cE2aeZRBGsrPTwW1WagXsSnIJerwO0cXJ6vLu7K6JRA53B9K+vrxZgB3m2t7MDiTjSF0klkhdoVLTjwRCHFVfuYIK1ZjuaeLu723gvwUOFLHroF0BOvU5jJluVQi3OkvkiyS7PPwjHjaHmjiDdJpM1LCmoF+ytXt/ud5u5hM7OMCkobliN2WSA47m3swEF0lOHjYinQEaCTcWtxiMQm5jA03RxcTPAD9NlHASybpKgJySn3jT81E3V2eo0xAAVhprYB+1qWaQ4715hghkkdLrAUU7FF5Thhg23JmkpvqukA51R/EhZIuqZ4AA3kjgTDcu2QlTj4QQMqncaGwuYeDkcDzR+Kw/FWimOP/UzZGKYdVMcjNwr48k0UwiDcEVoF6WoE9uOBy0i04jiEFPGRvPs9zttCQsxeTaJRHFKKATGg32fzUfTKXTSVrsF/inBbSBmibFqRNiv+WyKJzYaNUap8q/KX7Un620xDOAkjX7GggWAMliWy6trEGp/BXC7Bnq+vr5cX/cwJMi8bFEcHR99+HDU76/m+Xoq2uY8C7BMUCNrcg4ZWaBrjQWBfCskSwNI0RWTqKBkEYASRqIW+vliAXUH9CDRMKGEyuBw4biA9+JwgnVjqcD61tdWJHTPKMxl1KyY2dXZIg5LhkBU3ouQKhjp5NJ87So3E0laOKUnmsFB6iiX22YMvy28Mk7L018xBsTTRA4VfJlm6Ih1GNO/vrrAeHr9FthIKOYmiZ7XhCQNhxavjoQjAe1hbdvtLs5FIZ7rpbh9xciUZZJYGYDoRP9eLrA7oATxJ2PdfCY+CKmJ/Q64H0qCCaLI1W3rOIx3ydUeW3jMnxGxJKJZbJ1Y/FwAu0S7QAyIMFtKJKVerzMMwP1AtB23IR6qPMjFQIA9jIXXiulvqaFcbiYyItPwUF/0mdQDQE0Ld+m4NUdPn8YF+GobFjaeAe2pMBTPi4RJAgcprpFALHlEEouPzgsXCxHB0IvA6yDFwMfwHuQt9wx9RZ8TfLK9sw5Kw+dAyfj74eSoM2kpEwtmswVAS7fVDX1vkgJTLdyohpEkOL8LcSUHYmORtefYNCY3VUWRUSoS21CIHJIoTFdiL6BPiitdPJ9leKioQ5LvITwricWfB6YA2o4161pOoETSa5CdKGmSNFbGqGj66xKDyNIyM4QBS2KFlqRfZmVhmXL1WHu+ho8zGh4bgQmmmQPmDJG1s70XYBEmc7wPwIU1VkEknZ5rZkfgh1gx5f/ZeDLECZUo/zgFrwb9gC3ESTGBSg+O0czrjR5DUMS3I5ZttagX/AQQaQ6e03BqnkRy0nsPjT9juJpbVP56eqhcjSSARPaEuEQ2pTJ+qKl4IrATNrTVlBDhwc1lt91M0vnZ+QTjX99Y7a8I6ILwjS8XF5cnoFecLAxnOhuKViPKnre+vg6uDcx6fnYh1pmHjzSjTs4ATlHppaX1RQ5VFsTxcjZJJ6MBGBz4xeXlxc3NYGNjA3K0HtbGUMTHo6he29nanC8XVxeXEAkgewh7iMW97a2NNbXh5/naSl+iVOIZ/nMFd1/jylu7W7f3tjEmcC6giJVedz6dvnn1AtrAb379baMWAjY1m6161J1Ocf5bNVCz2NJS3A2L+MMP32OxtrY2hzdC97s7W5FfCxtieZMIEi/Hb4uiDsgYhT4W5tbO9lp/BVJW/app7

Environmental & Atmospheric Sciences

Where is the Bermuda High located during the summer and fall? How might the path of a hurricane, moving toward the west from Africa, be affected by the Bermuda High as the hurricane approaches the United States?

What will be an ideal response?

Environmental & Atmospheric Sciences

Explain the formation of the hook-shaped lake southeast of “D Ranch.”

The question is based on Map T-15, the “Point Reyes, California” quadrangle (scale 1:62,500; contour interval 80 feet) showing Point Reyes and Drakes Bay in Point Reyes National Seashore (38°01'38"N, 122°57'51"W). What will be an ideal response?

Environmental & Atmospheric Sciences