The ________ is the area that underlies the shallow water bordering continents
A) surface zone
B) bathymetric zone
C) topographic shelf
D) continental shelf
E) pycnocline
Answer: D
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The ozone layer is found within the stratosphere
a. True b. False Indicate whether the statement is true or false
Deep scattering layers are best developed in regions with high surface activity. Indicate whether the statement is true or false
What is a clastic wedge, such as might form during an orogeny? What will be an ideal response?
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G5wcEPnENZmP7YQoafiin1waB1mhnr1SBBEPkZETwMmgH8oYB5Q0tNb/Ue9a+zjzquP29r6x7r0A5LSCOpjyPNUvn4cx3Ecx/E/cRxB0e/NDg1voX0feocfBz3kH4ZVrv5xA93gBDSr2kCBQDQi4oCIwK5Xuu6ePJaRYM1Yiw1C+7bOqjrL87ws87JOijrJIYBoGqzlx5VEIiQzTCMIPMsKpZmXlTQswzA45+Bjm0bXy3XEtT2sKYddwgs11peDp4SYIhy54IurKs7TFMISQEfT6TSKnDhuNg8PWZHPZrPzKR5YvE2L3f35JIw8MzAxeOE0N2VtCi661nZEO7HvH5J0e+0aC993jbHl2+Q3X38Vjicn52eXJ7Ioo9Vqlxb7oqTT6RyOrSrKosyKBmaFWIZpW2Z4+YJ2PbY1VUVTFLusSsHNsv77d9e+bU0Cf+R5vud6tuPYxCE4WbLH6hEsAek/FN/rrqzDAufHF0x7ygOJ1ePl+kOX+uhYj+OvdmgbheE/H+qmhu6PfiBLeAxq6VPTHlgzJExT7AM1AsChsiMFBNGSJBWJk2yf52lWxFmawH9FJbxRRyWYIgkWJIxs02BcwhbW252wDGlg6N7hlgniH8HW1+8nYRBGAey5LvKqyuq0LOrm//bFCymQOG633qabDef02dnF2cIAmFVuH2hVLsJnYDGypITjdyRti4Y3FQWDR/rIEiltq2ynksnLMZlYZ9fXD+9+9c8RgKyX5y/Gk/uH+Ob119IydXrKBiPZ8T5N0/0u89yRY8CLFpj0QtVlX4FVNS1WVC3R+f+BLXNYcmoAIzEbl8DQDGEGqSPIQ9HRDvBO1yElDbZL9poxp2dgFqsecBdmaLBG8TG53fcDwuq1be8+/OyV/eLngJ8K1aWwt7rtt3WvagpA69trQD4mF5YEXGQYghtSStqZvDF555iW61i+6wVgWuFshHQt5K4AhGkwYjJk5xMDcV/3WLB3qHYD0IOdruyjViimq73ph8TPh0Wo/pFMbkjyPN5D3dP9NmBrekDYveb7GRaxPgFXj11UcB0OLKz6q8NnuoH+4UddRcd20eM4juP448cRFP0L418Mmp9yPowwpIrmQpeO0P7Rsg+1cLWuP+h0VX1ekjTL07xIm+b7+9tKL0wyCRGCzU2HS8dUKnI8Ydmm7YAHBYhU1bV2tPRkPuW6S7Yo6roowCcFrut5HJmrG1JXbVNhWAAIJPRMzyGb1T7erwEORVH02eUL22Zl2We79Juvvjo5OXn+2XPLMboKDqlQeczq4tnsVVXkTZGDTxW8b5sCnJ/v233TL6Kgb8rlelXst47BAXSZnvX/+n/8b1999cO3//g/Ts5OLy6fXSyi3S6Drb375qvxeLxYLGw7qAqy3+/TJIH/LPiOYzuWC665klZdl4JRCIam89OyyO52u++ubyFOc113Oh5NPeeLs/nAzcC1Tx1A0QfKBfKB9urxcvUf2P+O4ziO4w+OTpslXerGDu0imoz6EKDTDw0lQ5VvyZB4YSB0QbbrmsQ5mqJvX7/Ja1XVLRXChqfb8UYnY4/STHVEYiEchOgQJdd1nSBPQhmFI9O2DAM56PKsxs5IBRtTr04WoWsCIlgu7+P93rKMi+nMD1xTkuX9brlcQiT9DEzDaASIJN80u91+MRp5tm0Kmu5y0xCOaWweaolhfV/ncERNEHrPTk8fHpbZ8kG2o5Ero2fzmSuXD6u7b74DG/Xz8+DlPEiyGrYfr++5605m05PTeTWut6t9kaZlQj3fn0YB5VaWVWme9G3LAMVxk4GV7PuWqrprAaS4rqNzTUR1TKm+6QZ8Q8zIwdpp1bX9IadEsIhOMEvUCtl2Dq2mursGP9O0Gm71T71JRJcpVj1VB3pyzeAJ21NwDZUc6rRhtgFztQ3WDmBOqlG0Kbpmk6ou3tNux7DfCVueHJgw0gP+MSR3LBvAEgxHsrPIM2gnBDM49nwOjUz8sR2IPSElNjA9aHacj1htnlo/6VC33H1g3xhMN8omPJLKaSYgOCn29Bmmi6WHbL9m53iq2fsE9HxSwv704v+0Z+I4juM4/nrHERQdrOngfj5+GdNB3WN2B1f5cCWPC1xBww+zgx6DGpb2tP1vKfxJsZhEDbSyure4Q2qEuiP7NF1u481+l2ZVq5Rh29J1w8VzxZnO+eBaI+CD0EbYUCK+6eLdfqhfB9xj27bBqMqadLsvqhJ82GI8MjGZgqTYq4d9UWawnUkUnp74hgGv1N+8u5ZE+Z794vzcQO5vajISZ9lv/vEfLy8vJ5OJbxt5XpuGUezj5c3Nf/nl37RFYzIDyZ10pTu4ZmlwhvVvFDDNxelctf317U0QRFZopXHGuv5vPn8VWNb72xvWqvNnF/PAbT135kfX19ff/vM/AzR6dnYeLcIiCMqyvrlf7R6S3DBms1m0iAChbbfrXZLFHEskZmfPXv3N35RFDQDqYbf75s3X//yrfzoNgxeXz5+dL1yOdSbgy21K87aBw5KMswNRBQYiPV4jlEQRnxZ1QOzAPi69+I+8m47jOP6M4/fpzv1OtnqKAarSxP64dq8bXZhWB9AJjoGlbOj0eyQ4STQianqyicv3YAgelmWrpGkF0WgyDy3HbRuFDY9gtSBots3zyzCrCNiTsqmKLO/a1vfC55dT2BSE3btde/PuCsDD+enZdGpxSjyLJLG6ff8ePvDF85cYFzetw8lmmdxfX1vSuHx2AZZwIJhWOlti+QGcQVt1hrAgVm9qIoQBpgbMAMMaMVYVnST8ZLIAU+OABa+RdvosHI1N9827t3ev34oOjGGgevrlxXmt+rdv327eX5+fP5v7xsicJUkCx59km3ffvvWj8OzsYhaZcGBgyXb7B8al4zi+ZVqRb9vk9n3Z1D04Cxs5GyxuCESPYP9rgEwNICjLNeC7VUPausFyRU4KpMdpATeChYbTqmv0NdxC+4s0nACYeC8lViBXqs9bqg5XEvWOGIdzRFACZz3oGTAEM1y3lOqaPixEPORzKGagYNsAmZSuZm7goLK+29RNv1o1t7eAWW3aw57hYBzL9G3Hd23XBpgpsVBbUEsSU9PrHajDCSbz5ePiVKeX/aQgFhmUmHRTbT8cKtWiEigk8STopOUmdFtW30shByI8dlCt0p1s4GlbhS1OA1jUEKvXEHHoE/1QQjdUazz99q+7/4/jOI7jOH40jqDow/gpLjpI0BFdZt+pVum2f/BVlFVlBe4FfpFSciQjwpkEo/yQ14ZjmBwzQuukXW7W+zSv2+793T1yFoD7jEbzqY/V542qFPzjTdVB/OE4nuOg2E+SZPdXt5zzui4ty7q8OJ+MSVWQ9+93V3f382g8csznJ1MPC0zIetsul8t9uvd9/3QUzOfomHfb7s3buyovHEMsxlPXscFdmoxyTr759ZvlcvWLz3+G6SXHbqveYqLB7qX0JJp6pg0hCAevh33DgD6k/sf1P2JxK48V/LS4s7xd2ZYXOG5TVkWRv3x2NgrHX3311bdp/vnnPzMsAfDxy1fP07S6u7v7/rffAwAbT6LIM0fheVWTFSCj+9skdU7P569eTfNy2jTkYbW8Wa3vtzvHsj3Pu3g5e/X8RXb9Jl3d/5//1z/89lvr+fn5+WLq2VbDaKDFapseq0qI5oYSqA/Jh8bbBl/WbQmcs2FZ8ziO46944ILLIZL8RM5LK3VCuMw1rTLriOZI0LzNJYF4vemFgEeopSj7E+cFPKEAhB6Wy7YnbhhNZvPT8djx/OV6v06yfLnhXEbheHE2MQyET2+u7qmgrWalDIPg9HRucZLnZL+Fx/oB9v3Z+flkZLUQ09fEccj1u93d/c0oCJ89O+91p43j2Fla39/cOtKazae26ahmoMmG+NioytJ3A8s0IezWPZOaaK1HogFUhEbSFdg/Rtqtqru6aYqSSwPMA2uZJ43z2eJhudrcLUVHo5EPYIG33YvTZ3fLu3ff/hBGPhzwYuLHMTcNfrZY3N3ff/Obf5otFmCZL05Gzy+iu7vkbvmQUmoYcGbsYnECbqCuSJpn+W7ddI2QprTk6chLMpVmeVHtGRVMoA4bWFpJaWCD++CAi8oY5huXqALHjuOd67qmZQJ8KopMVciMJ7gJ6Ks/ZJPgmvaAtLBsTzUAFAF59Aybn7q+QXKfXoEVlpaDaSuYMmxpQquORYqMgNdqseUUvo/Me3BLuEh2x/qqhm3AhgEpLTdZt9xh0XLfGeDkACxxjpkl04LdAViyJQsdwzaYYzFLa/TBlhtNEUS1qO6gvgAvt0OnVo9JrSH3paGNGGT2GC4jtlrZ9gnx4MojYjwhD3cqHZrdnpqbPtWA1X+wYxHdcRzHcfxx4wiKDuOnXZtDFVaWZ0j/KiX4Nq4pmYaiOGEh5XT72COEKqgKe4SYY1wn7fX1NbjPrKy4MGzHM2x7dvEcviIMCVhoFSdlXbuuH4RjiAYMB7lls6xaLR/apoag/8wbhQGumzJOyqz+9tv3u+0WcMX//edfVnVte4Zpkn3S3dzcxGkSBMEvPnsOqCAKDVOSzaq6e3dVlcViOjs7O4GDLIrGtcABk6sfHrb3q8V49mwxA7dtYNV+a5hiv0vrtLh4/koC5lMcG3w7qSl/DEJN+Anz0FbENkVdkEUUthV7d3O1D/LJxOk7YRqmaollWs8vP79fb9ar/eWLCZwXzJTrmPPZ+Wa13m7irulHo9BwmGWQk0VkWuLm7uHXv1pH0Wg6n5sme3E5q6rZZpOsl6u7m3uICS6mEynNVy8/Bz9eZMlmv93vViPfG/l+M44MzkzTNrTXhEuQNq3Ssyd1rb+m+9ON4Bo4mfpjn0ovDuOIl47jP/8YiKGfcNHjy7pPBBtiGjR3XGBzCUU2skxp5WlDFj1Z7bObh/v3d/e7OJamHUSjX/5v/9t4OusY2e2zh9Umub41LdeynIvZiWtzMFxVTpbLIstSACCCUS8IfN+TjKT7crneJEmimvb55eU49CEmhzg6tEkcd998dQUBeuRFJ/MTMFg1wCQLbE7/+ru3YGTm8+lk4gLwgYMVHJMt+33cVQqed0PLRDeq6zVb9SDGo5NJWKs1POE6uGfpLrEmE0MYTdtCED8ZB33HVpv12x/emj//uQ34RIEp46fTE9qyPM1+/Zvfvvj85XzuGrkTx+licTIajW/vHva7ZLvPgjD0PO+zwM8yONkMgN/93T3SxNneZOrOuVvUXZJkaR5//+3dZD45OxvB0WRplZZpD0egSLyrB5E307FHkdP2FoCcrq9dG6xu21SKMuq7Dq7EAYKp62S5BnCEu0ANOQ7IA9CBIiIvYnABVNfyIbeDXieSTOw3GwkWFwwoUpLyHpfG4DqzzW4Lb1tC9pyhJlyPmBnQWm9I1mNhgGErLMbDrh6kW2iqCsxoCoecVViJR2MNk+BCwPXtwAjbJh6Saxo28ouzcRAAgrIENiwNsIdxKok0ieSPfN5w+rh0pfM/jmU8lt4NZXZDcyjXDbOPrOg663QQPT9oDvefNvwex3Ecx3H8UeMIiv7QAMPs6IzMQUR1+Im13GSXZrbrSnGQDwIPvd3GD9v9r16/64SwbTuYLs7CkWFbYNQrrJ1QSZbVSQa4yA9HU9MEP4cra02frfdpmkpkEALUYMI2lSK+Ra6uNsuHewj95+PxZye4NikEGU+M6/v0t9+8z4ocYNWzi5MoimwTXCOyCG3X6Wa18qR4dfrSde22bloKgA7xwPv3DwDVTk9PX708196oqypiStnWNbhzD6Cb56hGtzzjYANBbEcf+wq0aBBSGAkyGvnrvZfn+WiEFSIQRuy3pTSs8xNfcBPcbbwlrkvKEj8/jUToLjarbL/ZXu22z1+cFV1t2c6zM+9k4V3f7B8eVt//9puLiwsPwiZBThf+8zN/tWru7h4ATb2Y+BB4jHyrU9M6n6kqV3VVVcX336/BB3seBFu+43hwkjBxTB7ydfSx76h/dKJ/rlvoOI7jL2EMoGgYHxSoSd9mBUIk1M2RlBvwsNc9QcKAjtyvN99evX9zc7PNMtN1picnP7+4gIAc/rWdevv6zXq3h/g9GE9evHgB8bRhYC1rnvW79a7ISgObI6Xr24bBotAxTbCQzfbuDiL7sec8O3/WqgYCbsdjTUVurpfr9bpq2tPzZydnIRiiJKs9xyiKDqxWrdqX5y9dT8BRFWVHIb4WJI0rOEIX+QTQkmImBGlusCFF99kM+S/aDwqlAPE4tW1zs9m5QRjYnPQiKZVpci/yhGUWr1+/fvvm/PwcrGlZ9obFP/vidLUpbu5uf/3PX68WixevLnzXA9vie5bjBnGcrFar+7s7dnq6OPF8x45Nq8yLKsurEgxqahjCDyMPDOvCX1D/4X6fl9nrH7aUk+lkfnE26RrAgdl4FBZFgRJMcSa4Zt82DIqcexIw2H6/w0o823YdH+wb4JAXi7O6bOI0zbNtqVpUtjUs05CebyuCxAwAtVqtrsv7TvTs+WyMS1od1u8V4IdUrRigHjb3PUynsV53H2EeUasaMccPqEaVWHmnaQBJp5C7YhQwrRqBWnqwA9UAmFG07fumVsiEsa1yTjNB2NDN1dW1JbijkVLg2IHnR6MgMEiuM0gDiwNyLHAxGOp8KH3TKli4KkcPdyzjvO0HFlcsxnuS7e5VP0jYsf4R5Hf9kY/uOI7jOP7I8VcKin4aIw+1c+pJNe4jirm6x65XNLhcYO+QZmbyQzfpyft1fr9abbb7rMAmoKLrnv/sC8v3AZDAl8Fz3S03uILYdoigpJzPR1FkShMLSJCQIEX+tcjzP7s8C1ysnW4bUhZYEfH3//QdoJSLkwVsCuCQwYdGW/IP//Rd2TaMs/Nn5/P5wrURe2y36TTy1svt+mHJkYxhNgu8HpAbvGczL+Rv325ev3+7OD1ZPDvLa6SFhShI9cp22eYurdrq/PyMSSSW7TGY4FhcwmTD25a3De8UYCEboB26pV2sqMEn8/Fyv8/r1jLFdrmT4JYZub9JYKJc03z/w/eff/6Za