The first scientist to propose the origin of coral reefs based upon subsidence (sinking) of volcanic islands was ________
A) Harry Hess
B) Charles Darwin
C) Alfred Wegener
D) Drummond Matthews
E) John Tuzo Wilson
B
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7L7hfz4r6krOrPlqDv9OxqcCOOhpvHWbmk112lHBspFtZXoa2eLaqxDlufoQpa/hITEaGGrIB3VxZghuMlkMtBDyOVy+XyeJK+9vb3EbklRIfDRivAB8cUr4MfFYhFPEokEhSSRMGO9pmHoWj6bj/6wadqmxuy/F7kZMCafVUNnGGkh5XoGRPjiK9p1zFgAT/gwZkoGQSizI4pfILAyRsRjJVD98qypxil8pMXbLqkNjKD8qw3x+o05VBcT2vFkR6q/2O+/dwffbInBMPJEbwVR7coVjV+wPN0RiSeFhiCxDNTY+COc/prq7BLDYswQXJBaOmEG5trQUO8ZOXCUTIbpzhYKFvgriCxz88mJL51TIQ1dvJJKpXQ9sBin2DYT4tIrrsZOrSX0qKLgElxb03RyxOsP6uwoMXf54vIRIdRnx7aW4MC8jL34tzVsFeUpmoEayvBWUf4SWzfUkRykkpDYKjBmCG4mk1F9WJadz+d7e3txBTetr68H5U0kDNBcPAFnBam1OHADags23Nvbh/B4kk4z816JRKKuLpNKsbP2OcZyreivMh1czTE0ftRMc7nZIkXVvFnN9d2GeoEdduxsjKPaK+wqxz+y9bVAkmpNolxrEpFtDaLlX3vVVXMJEkS1xyux8LWm0Fl9bFvtZ1QUcOnLoZuxXuZbDmOG4Gaz2cbGestynnnmmVtuueWBBx5Yu3YtyO7UqVP32muvI488ct68eU1NTWCupHpL/j+50ShryZIl93AsXry4r69v8uTJ++67L17Ze++9W1tbFdsJrCj0W8ANoOpsX4LZwbFdjZ01Y/oInMi6Kv3zdzl8dksHM+V1VK7Vlli4/rmistMjBtH4x/pVdEky1sun2qhY+cSMY4PqS3U9HQU1UFDYsvVVa+VZ7fgFr8KD4RjPb9XbT621Z4e/KBGHWiS4YYoZWDYAVS0UrMsvv/ziiy9es2YNHjU1N4PLvvLyi3fdefsffv+7448//jvf+c64ceMsixmvtmy7sbERL/7jhn9cdNFFy5Ytw0OuqGAuW7r04Yceuu6vfz3kkEMu/cUvJk2awD7hOKSwpGuazp2FGLiCKhfUukR9Z7GYSGh9Vo+i5FkjtxybueYlG2Gubvs+SBjbVR1uSOEdXnVuekwr+6rGxGPqntrEoCv3SMrMoA26Mk8tYulxyaZEmVcUUEXKITK/SD3WMwnT4E66Fce2NZUZ7XScaBrr5Ve8iZafzjgl09LGCsuv37F9RbdzHUPV+QLS1Xgv0pk2kM18LqP6dLQWN29ZTHveNG3LVgXLR6j9jCB83NXQovuXE9Pa4trDyOzuv/P+FTkOkOtvMtWpMpv0GAJdjf50lSQbogtW0SO7vpFydnLhnZdb3LgkWm4jC1/+OByHSsUv1A69gT4Kus58ohWK6HRsxisUiul0UvHHw/LTU+32Wal5M67cRBFXX5UaT0p81wktILnyPxtAWRdzHd85tusHliJeD7VIcIe6zOXWEpK/+93vGbtdvXr3PfY44YQTxo8f39TU9PriV//yl7+88sorV155JZ589atfxcCayWR0Xe/t7b333nsvuOCCt99+e+LEiZ///OdnzZqFCeatt9763//+9+CDDy5cuPCb3/jGD//v/9ra2phs1p98SI7LrozDarSq5Y55LUW1WLNi/vJ0m43eaJeu7jo6P+fm+G03klMKXW1izMrgq+dHWxl89YQuQ+IhD7UR4d3o52pMPLHp0UKpCl1tzqBZmIFX6nzvvByUqHRqippMMItv3D6G50SAOn5kn1c5x1JH4M+47HSOjLiUmd8xf2Ua8xq3ccKcrTi+phBZPjEMpjXvMkcsmuU6TOedLaeYIlD55SPUfkYQPu4a1+8qRchKo0r9i/FWmoRdPkjykRorEebdzGU3Crc6U7RV6nGmqRWsipVb9FsVJbJx4YeWT9w1DhWLX6Qdor746ZEIOI7LD6WoZE6eGxpSuD9ztsosPz3Vbp+Vmjfjyk045VUeT8oB6wuq1yMkSqMWCa6i9HNc8tcALF/+1uWXXw52u9fee//sZz876KCDDEOzbbe3p2vvvfe+8MILn3rqqb/97W/HH3/8zjvvvHnz5vr6+nXr1l1xxRVgt7vuuito7rHHHssc3Gt6Npvbc889f/GLX9x+++1/+MMf3nPUUSec8FFr4BrI9UXHvsiCtSW2F8DHdyYgtBkdZhIMTn0RUONWFhwlegQVXVTFhi5JjMqHFuexKc5VaVxEcRKp2C+LCUyFyoHqhpx9mKZn8JjWLU6M6Mz1JETvFKL1JTw2Vajeawq8Svjygzuo5FatuTs6TccVfwbOCJlpFEexi5apGdFNSLScKxQ+DhXrX1Wu97jvujHSJHa8FiOexjoNtypDMbBsOY6N3sadzbGNFIu5oNPVGMeOcah2uVW9n1Y7fqH24FLviniHHVDRklz8Z+MfGQGyrKJhmNGMuCLpqT6q3Y9GazwJR0Xklqyb1lr51xpqkeCGXTPQFXjiiSdeeOGFtvb200477dBDF+RyBcfRenp62lqb3/3ud7/44ovLli175ZVXHnjgARBcsheGhwsXLmxqajrxxBNPPfVUi290YtxNpVJHHfVuXF977TW8ddNNN334wx/WfCu5AckdQnBdGsXxWFfUIoUbqE3h8gG6IpphgQvioYUj9DyOWMc9j4tHND1x8ccRzTjEfTeWsJIzUaaZwNchPJihK3ZpAcs7hmg648LHQbTcxgQ0PgHbtuNaNkltNW8/mi9LbL4pxzgT01RQHc8MdmRUouVcqfBxqFT/qna9C37X5aIjb271t2sZKdX1YLjGPfqd5jLP6sLpqXa5VbufxmGUxgG+FIliWXzzxIswGDA11tM0ofmr1salavej0RpPhqofMFkAU/mrsQqoMdQiwY3Ef//7X8x/YKsf+chHFF7f+Xy+tbV548aNuVzu0EMP/cEPfoBf161b19XV1dDQUCgU7rjjDrzS2NiIV4rFIp7X19ejC69Zs2by5Il77rnnDjvssGHDBtDizZs3j2tvD6sosP/447eqMymyt9XN/tHowCZjh48RuqtyDXHuGroy42FsB9BjB8ToYcmOZXbR4Q1drEPGpScufFz8cRCNB+HJXrLir5TontQVqocRpFMoftFyGxNwuU4qqZDxyZVl0gblZeIlL7/kn4Wd9NRUE/+NkQiKlnOlwsdhtL4rCuF0cnk7rf49IQBjvRqjvagk26F5N5HQHSYHcGqt3KrdT+MwWuMAV2uP+IRusAGRb5g43j9m813HelJIKFhr41K1+9Fo9et+Q08u6TLwjZIRaohsQ6hFgjtoEU90M5FIzJ8/f/r06SCsaDPZbBY8JpvN19XVtbW1gaTiT1DY9vZ2hFS43dwXX3wRUyOezJ07l/z00s41AliWgxfHjx/f3d2dTCYRW/hz/cotXF7hSXBpu4f/0/gBC662q3jU1/HOQMZt7YkiTmIRR1hFJR9xKCEZFUqPaPxxiPtuXDxID1oCrxCVXHvgSaHoiEqaRSGazkrVy1gHBnqL624yfRImS1Jop4WWlLSjorADMew8RViJaBBEy7lS4eMwWt8VheB3mSoJqwpFpcGQ1RTf+LJtr7IK7OCSSotMds6suukZtfCiGKVxIJat4rvFohcbvy+iyrA+URVNyDNfrY1L1e5Ho9WvI+epSjXOrRi1SHCVAXJ40hRwf/azny1fvpwr0Wp0fgj36JapJHNmdvXVV2/cuHHixImzZ89OpVIYWHFdsGBBOp3ea6+9NmzYMG7cONzn83kQX1Bbw9DWr9+I54gcNLehoSH40IA0qJ6GBB19DCS4SogHe2JCro/Lxn+VrYkrWAKDEEco47ZCdE2MwLkxiRdNT5zENC7+OMQT9+h4HF5f3Bsz88OMukZLoD24yPAVqawRpFOUWIuW25gAM0Li8lPcuoHmYtnMSIKh6fWZuoRhksqQEtZZYrZNoqMSLedKhY/DaH1XFELfZfSHjTNM2ud64iO2ZYUb8Npk0tRNTdXcQrHAnJirnhaXmKe9KpdbtftpHEZrHOCxR2ubONzMRSadxD9NZWc8sWzRVDGdiVobl6rdj0arX7OjtgMoyhYwkbc1oBYJ7iAzYQTQlF133VXX1c7O7nXrNrS3t3d2diYSiVeXLbnkkktuv/12tIDvfe977373u/McyWTyy1/+MqJqaWkpFArr168Hke3r60ulMqDFvb3Zxx9//IknnmhtbeUy4BbbcoIG5AZ80ZfgBomhG01VE4bmcG9mLrOUq/kBVJ3ZVajAbkjc2sw0xbba4+KJex43vImmp1KnwkXj0fgOKalO1Ndn2lC1LY1qvC5+pRQXKnWaOw5b615U3nINg9lSwL1tcW0EjfVZdG2DGVhI2LaDR7qN/6MQzDiCu2XMRZWPOAGNaP+qdr0LfdczwKL4Ori8V2mcRGF8bm5udhQ3YSaKNtOo1njfMgSPUVW73KrdT+MwWuNAieDc1AyzFp/L5dLpNJ3nFt2ArLVxqdr9aLTGE1rg+7sm/SeUpBC3NGqO4Nq2bZomKo+UEHAPtoorOiF6IGgrumJTU8Nvf3vNP//5z8bGxgfuvxcBpkyZAnZ7/PHH4y0MtXiCG5BXVH9XVxdGWwy+vb29iBbsFrxnyZJlP/7xjzdt2jRt2rTPf/7zts00eslgCpP2KT6ptW3c4pPsrWSS/ZrNatlct2upatpmOrjMzYPOV2Nci8kFsaqIULDah1Eqdfis2lv/oofVuDKCi9Yyfnw75mE0hlwOtVeMkyirjpjKx1hBpQY+Yesfgu3HUdHjDNdihi8K+WxDQ4OeTJCrbXSj3mwfo7xGAmtUZisXg4PgjkSlVHcqFX+1VWJE8yU0DjAziI5FRumZSgkWH46TMExuX1xH3XX39hSKBVQlhtO+HB/ABaeYSh2WjRsfxkp7qFj4eKs16E319fXk7BN/Yn5kigpmsqrpFEWl6qvW6kUUmNHQm8if68aNG0FdmpqaJk+eaFnR8WMItTkULv1Vmf9XK+wDi/Y5bb4WJZYVHFlhq1NP78gmhU9SYqEVEQ3OGJArkq9qo+YILhUucVkic/QEVUvKeUBvb3b16tVPPPFEZ0eHYWg0ni5fvvzZZ5/dc889wWgRHtx3zZo1iKSlpQWNA723rq4OfyLCZ5557pJLLnnooYfAlc8++2y8UoodFgpFjpzr9vTYaFjamjXrDbWn1wahtUIE1+aezDR2fjhKqV/wkJOoKoLoKc5KTSSiOsGip4aFBzK+tY1OSGonS5cuDdQBo9MTsxqp9qntaqNSA2tVJxIQpmKR209QVIykCXbGxVUbGjds2LBq1aqGpka27GQGcRN5iy1R2HAcI4uvVDuPgyhhqjUiVZF4HLImhf8OJLgYV+fMmbN27dqVq1cxYUShwPTEXIcdb+jNRaooVKpfiOo4xo3DoqpWlToLUan2ExsPu0QUBWa0CRMmgOD29fW99tprlE0zmbCKYuNh3HPR+a5S/atSC5tqC4BEga4UnDMDuUT3Qd2VCA/CE/BU1DWSjfEVvRLv0oRIbIoCIDAZngp6ZUB28S49RwAyuMFkDa7LNLbHAmoulVx70lJ9TUoaR3ADkhqsJ+rrMx/60IcwpILErHj7zdtuu+3uu+++8MIL77333h/84Ad77LEHOi0zjDBuHCZIDLugtqC5VDc33PDvn/3sZ6DCYMyf/vSnzzvvvKK/solGKpXmSOl6Op0Ab060troJvbUtCYJb1NgWnc7PgTt8S06rENGRBJcwggECScLXM5lkNssWJ2gkra2tlRqYJMEtDdFyxkCJ7lcsFDjNddNYxzp2Z3dX27h25n7FYU4EdN0EwQVz4t2suu08DpLgcjjM1wY/Zcv+YjYTXEPXMftyiZGra+a49gmuxk70ZvM5XNtbo6eYuPqqVD+tFMGNm8j7T7UPRI0RXCdOARrzaVNTk6LqvX05x1XbW9tJDA8mE3nITBLckcVTwUOKaKJESQEQIbCaEpu2TMWLgwiuxWz2eTcq147HDYkRAxbr+od6Kc1EaulF8kpIwt3K5qvaqDmCq/iW+VBDVLKoA7oqXPAO8prN5nfYYYeZM2c2Ntajub373e/+wx/+8H//93+33347iOyf/vQn8FFw2Z6eHvRhvNLd3Y3lzuLFi6+44oprrvkDWC/eveCCC0477TQmvde0rq6uJKfOEeCGsEGUCkzezywwKM3NbRkkxgDBtVXmmEQPrZH1kmpP5SOu+cRFLtrcKrUBL5rOSqHEdx2XyQVV32QYeNK49pYRxDOmUanhp6rlECSyWHSY2T1WX0ykjl6GNcm48eMU/zBF0WbGjKudnq0A1R4HXMVzucT+cWcc3N8c63EYcjHwTp06mQbDPJ9BzdFa4MU8Fx0/x3r4OIJLPC2fL/b29oLazpgxA12v6IA/lZAEVyCdEiODZXNT06EntqPk8lYi3jwZHaknQgwWpHBWihuXWxYichUwV3Rez2Y8F+UGZBdDcUCsKdqxQm0JNUdwaYlA2h6kIJJKJTo7u+vq0rkck42T/kdTUwM65+bNnZrqzpo166tf/eqmTZt+/etf33XXXU8//fRee+1FqxxUMC1Mf/Ob3/zqV7967rnn6uuZWdxzzjlnjz32oMrr7OpiagwhS2FDge8WLCZmwlrHtCzb0m1LsYjgakxFga16XZZyPaZri5+Wra4Ertq6laLxxEF0ZYz1CNZChqE7bPb1jCcULTdOQhN3qKLaW4fVRqXM4lQ7/RhmVYP5cVCYd0DL1Uy7UMR6kq1i8wW2jcO+r+EJM/PnOnGuR6tdL9WWZItCVIIVB0HJt0sbawpJkngXKyoqnxT1Qt4qMG0xu+iwLRS8byS1bF5sh6dSO1FxqLUzBnGokK5n7Fl7jId1dSkzaRrJlOUquaKV0jFdFjRVj3ynUvNFHGqtf9Xad5kugauSFFbxaWiJ8JgEicJaHIFmLbFbUrwmEkyB2fKmaJORTeK74E54EesfIl0Igyt1z9HalhwBao7g0lohWGFQU
Continental crust is very buoyant compared with oceanic crust because continental crust is
A) predominantly composed of basaltic rock that contains many air bubbles from successive lava flows. B) predominantly composed of granitic rocks, whereas oceanic crust is composed of basaltic rocks. C) thinner than the oceanic crust, forming a thin upper skin on the oceanic crust below. D) very young and fresh.
The ________ wave travels fastest and moves in a push-pull fashion of alternating pulses of compression (push) and extension (pull).
A. P B. Rayleigh C. Love D. S
In regard to the occlusion process, at which segment is warm air in contact with the surface?
A. B-A B. F-E C. D-C