Using both primary and secondary petroleum recovery techniques, what proportion of the oil in an oil field is usually pumped out?

A. 1/3
B. 1/2
C. 2/3
D. all of it


Answer: A

Environmental & Atmospheric Sciences

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In what ways are the federal systems of Canada and the United States similar? In what ways are they different?

What will be an ideal response?

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________ is the process by which new mineral grains larger than the original mineral grains form as a result of metamorphic heat

A) Recrystallization B) Foliation C) Dissolution D) Metasomatism

Environmental & Atmospheric Sciences

If you had this type of deformation of a region, it would

A. thin the crust and cause uplift. B. thicken the crust and cause subsidence. C. thin the crust and cause subsidence. D. thicken the crust and cause uplift. E. None of these choices are correct.

Environmental & Atmospheric Sciences

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LpWad5a+ZjnHhv6ZYP8igaE0aEuode3XKSAc0ZirULeSrKPkBYqTKjQujBRN5r1ylxhAj8cqOgXRbsH+5GOHj58+P57H+gGv4zD/aNO2qMdkctUB7dpm7582vKZbdqm36m0AEThiirX+zeDtWs8m1yMh8OinAhZpxlgcUTQuB8pGwP0xGgC1k3Exseywt3cukJYpGk3r6GNvSbm/WXAWJECFARIHXXOy2LUGKQBVV3WJWJy0sRolIiyvAMwPFIsITIkdpEsoIA3QkaIdBNyG4XmJibGfX2DRidlSR4F0BdX2RR11RQklgHukWUZ+jmDXEWDBAP1lSLa3hZkIARrrjQEw5YcDckAHzhlcfbmBoyBUTKg8HI+gzSfz6GE/X6fsTiXE4qNCAaBoGbz/aJAkpN3Uq1jeHw6ncLvZGIe7LYqkSVJPSmLcsaWG5DVLiWSbjF2kbxP2jRsAd94nT6rY6Us2eA/oNYxNC5asaMGSIR6/QhQsBN1VVZzeAtv7jZVLHWOFDIhgZthI5xorYqIVTrCTXsSvllznYZMgaHxkUQyh3HiAe3EI4y2LfHIO1ldSyAjZUk2/aKomxINi+vGtYunBSTScXpcwuF1Po9i13M8jC2L0CqyhZeBFQ1JV8jOwRDkQoxLBkMG5YTvf/Dpp5993O3l3/zW7z33/PVGl+cXJ51OR1Bro/QJRyZqtSm98EDgcw7hbAtxCqf6uJoWG+SOCPHfG/2bLZ0v/mqchEosY+UN/s0EbwMwD/HZoF6pS8gipOOQBto5Wjt1LNWLCs9qq7XYoDe1QZ/KNGtlM9ZGiViWRqhM8hbl5DOS9cGEtTonWbDS1nYdBqex/Jw/3XVyD+jQNddxklAo87VX8B5bHrmOz7DdGnfBMlFpVvmJFQavl1jIdXIt5GTKenpwBnI2kX4s+x9Y0j2zBHElMf9fZU3olwXbl3REoTYRCWkFaleSZI52iJwTFRSGC336+PTO7c9PHz+cjKaz8/NyOvs7/4f/ppP1ydWB1oHCmzRbgrNNX2Xa8plt2qZtcuAmBHm4tNVNNZ3PTy9GJ/P5BKBLp0mbVEWxKRXqHpDZg4kkqzTEOQoByMCWED9pKmha+s18Xi3UHmIdocm1RjmJ0mizr9BOFZ3g1LAso0G8irM4UlmeJHFGO/poBhPHajZDWsW6bOjReDKfFQjBYY3s9XrAG5hRwIvyvIuLOm4uonUN7RAjh0ojEs+Qp7XEyk+sFAW3GJXDbXppaXcuki3VMewtzRhgGuiuxxiiUcVsNoUCwHkUKSseQb5k6L9IUL720suoYT6fo89o5AjNaDiZTEbkCBjZGjOfKGKwoGbTAngKNEKWNnB+NryAI/zb398XzkwIKsE268xbkE6wlQwKahSpbEnr1QxBj+1iQiAN/QkMDyVqCuVqGshLXZfzeakUC0BKBIqKTKWgMWW91oUu+SeQLP7ifXzSIAJiWypUC2vI2xwrE1oPE37gab2QP2g9FygtkZ1OZkRMRLG2QJo7irETb80jHF1o1Dj30phi6yxbhnpuy6PdEgRn3q3ZAQBnRggcieD77//6hz/8wYMHD/7gD/7gO2+9mWbxeDyEslX1jAinIQfExKlUA8XWzhmGA5HW0jpmgsVCnwDE6fX7CNjiHlyGJ5v0xDx/oM144c+jaD1fUpv0vkI25htL29y01ZWj5uPujpwzYJf46aouwj+dkErUplkrHpBy2a+3Ozp3D2uOHsRrJ57Q0rpua0jTkBkwO+gKW3lRP3aTyBbuy0f+tWkdYTwDn+cpTi+khDbP1XyE3T7ytHZRhlC/N+SZev14WO+eAH1RLOYpYk3sTU7Oy5l/b8CNJduurOGH0cI3mpV0kXxJO8/bJOLhQUPcymaK7V3bcSGiWr/3wbufffDJcDg+3D3Us/Inb/9oOpp+7dZLr732BtFAxR1tfU1u0zZ9pWnLZ7Zpm363kvJrid0RtCrzuA/X2F1w+rNGGjK7ULIc9JM0zZuyqIpJVdSwHpExdkwWLKImp79ZBmgYKQfq4dSGbAnwBUVRAcRHrkAiAoTYqM+OSCsmhbG6rtjdMJtgsIFNlnUIjicozEHjD7Q0qKo6z7L5vDkfDoGiAIYFJjOdzglGp3BDlmXwCnJunHU6PcgTbsOtdK642zGFi2kSLRZ7zdrhFYF9dDoVIbqX4VZ6UzEuQe9bHLGFlPBN1dTKLeysD8ZqV/BSYCZQAHYmBuWBk5p2hIFooZYdyUCwuhX6KEtiNJEfjSZZZh1qkV5ZChfv3394cnICOR8eHt68+TwqOZUluuFS3i+zgt4heFdbBwnoBKzknxj2sYyIyRKLbxy9ZDMkeHvZIPFAcx1kjCVWkbyKAQuMSaiDEBE5jWnClmEtPu8/yljRFdq3EAoyvIlrAtcL/n7/p9PvRzlJIJFgyxnlFWYIgApH2BIavZFxAildB/Yw3n8DyQZog552s7WLFyT8keUkMXQOcOFup0++CtSg3//888//xb/4F9BTX/va11577TXoAjbzgCvK6u/ZN6LAUJHTMMNvXMhV+IaqrEWgehTITBYfZsgjvOG+byJO9ZI8anHcpD/mN8BbVMjzwKVbsasi4TTWmgUrQyCqiQ6z80DbZUKG5QypkDZLeN3KEBA3K7GA1ybo68CdWiBt2GTvgQ9iIVAqHNEY8D81xkonWRIhXZ4rTUL5bGi1jcnzQM+J2OY+WpQhbAfrDsCwiDdUPAs0tYLsJRn+haU1zqY/vG7Jv2Ch5CIfplWUT+wvBn1BpMt6LVz2nyZZV89ryi3k07aPyEka5w79CEvBzs5OXZTzoux1uvDpwiQfm/iDX747u5j0er00UjeOjh7s3H3nxz/6F4Pdf/pP/9kLL70i0dBRwTSeZPF0Wmad9Enu+rZpm54ibfnMNm3T71DiOGuLVQS3S3H7GmB1RM7KbBRBdCY1r6vReHpi9Iw0ykoj4OJkOpsA/u52UfqRZx0M8tigusJ8flY35WC31+kAl+gwlKcQKAjOJ5MJcwXCGLj/jTuLqiEhBjIIvzGJGmFSTqdT9ElcAuyuSTITx1GKshpdAh/odKrxeHwxHM7n8Gd+fHw9QryeW7Uu4EAEdoEosZ8rC761h5hsLW1VsojHUTJ1nGaC4JRXEJKB8UNgGWKV0dn1Qajswef379+H9f7atWv7+/uKeBdch/IVdZ1QDJMxpgkwP6g7lPzi4gIhskatNXR5SuYrULU0Top5MxkXw4up0dELL/R3d/ZY2gBkkGsHBAby4XamaJvam+az02c0iSGrXagNmsM4r1OCpHDFfF4Tj610M5lNUXbE2n2o3wf0JUYpC3Yb8r04UbwL3koiwNwiUKxyu7uLZuQTpnM+eaiHNfKhLQLw56xOZEthxoanZPGMjf/jTZ6EA7TCcXfD6mR8A2Wu+ARGY55nSQyMxaD1UZx98cXdH/zgh/1+/9VXXwU+AwMeOgwGNvyKhcca2VFk7fU17Wsv6wsFvGXpxDM0/CgU60hZW4zQ3t1qOVErstV7UEeG9GKpZVYs0i0CNpwzeafgiE/koSG8QnpEgQczQw4LqKT4pTSEZSlOEVpDofJYjF7IJY7awA9B0/JJwJpkbMtC6nKKFKCk83dnj8RbDPmU087GXgUSqVUErpxITfv3ot8S3pxBRbQ6qLVp1dQeFwPladPijYG3BuPrjupnC49zJjiur4U7Lsb6JedmQ5nXXl+6iHM9Oa+nwXiFI7DYhj8dzR8TO10wCmba6WgKU3GeRuWk3NvdfXxx8i//f/8qKcy1vQP4fManJ/DoTrc73xl8+N67v3znnTxJj27cqopZknehkTjY0zZt01eYtnxmm7bpdymhKbaiEIqNNjUFUUTcEicUJwSX+UbUJWDc2WxalWNAsQJYBzqqims0ok9mc3T6BPg7TTLdE/3+DsBxJfOmjqrKXFyMBHKSDtsOC9r5zjNkPmS+LsikJLLmHVLVlUYcrhJFfqvQCIH2+5Mk1Y31gwxYHBZIkUUAd2fzAlB+tzfYq0kzXY+kiuHk+OAoimLhfGEBrKdwJWUUuoslbTiF+Al9gfGSTdcJLSJAjZhVsd4RtZc9IRSuWZTElIaFH+xYmPXDMpIJNP0+vPdxFAExePzoEfwOxMaQa2l4dloUo/vTs7Oz6WycZ92d3T5AsNkc6N40yzKUC0nglk2Blv0V+hcoK3hNvz8YjUbT6Qz+dbs9Fg5UJZAfMlDCMlUoEzMoN+DgmxzZhhsByOloBNwJvakKlF8h2WMGN7k4h3dDZwBeh3YYjkfwami+wWAQqyhLrIiJaQrV1aoqGRv/Z2H9v8pnBNnVEGAlzZVAMML77p72QDb8X5/VUobSLOHvlUQyNUWIvMGjMXp94EDWKLOhXR2lwYEP4/BiPolJygetDa34619/8P3v/+V/+8f/7VtvvXX9+nUY8OSooCaP0qSQ5oQKTNyovry5rVrqRSSPWvkQjTuyJTwNStSQY08JeE66aWSmRbJNukd5GyTPpuRmrEyW4tSWTk6lBEeyx+/C28GwQb+yDNRFkSIzKK2tHTzLkngoRJRdRC7TWC9OOSmLU9Wzn4/1Rm2sDzJJb+GSG+tewNim8PsszDP5v3b7wLDEuH1ky39iWczZpBXhkUTOth7JVI1x5DY8utHoeuSJ3MYp7xlqNCyDWj6nktM5DwWywzOucpLkO9KJirmVwiMLa0K6Ho4WT1ADpur09Pz1lSfDIWeexV7FWDk+CX9sh6ZRWtRFNS363V4y6H3ywcc/+dFPzh+e39o73u/uwpwzmRZ1rQ/6O/1bnc8/v/Pv/u1f7O7sHF17QTYYDbkuSpSgLhd5m7bpS6Ytn9mmbfodSqjiDyiUbDtJvaQRrKWutNBlOZ/MUfwyIykB3DZPM8CYJTEAgFLWjTKA5dFwjDv6FTr06nWzfi8bDHaKajadnecdhMuA5puG4oQkGRnGp0pp0r1CG/yG4oogg7CbwJJccCFKIwheYPiCCLXD63oOIL4shqR8ghY1aTol85j8hRde3N0bj8dTg/avGdkNsDKVILV5lNlIudBH511itgY2zt7ZCQ1QVwiK4NXXQ0AawnQryHGihk5HkjO0mDwK4FGjWzPx0ksvnZ+fFgWGxJzNZvActBU08On5+aPHp48fPoJ3PXejA5QGGEtZ1L28n3c7O/0BML+qKMfTSUOely/GQwDTN64/x4pkWZrR21Wn0yHOUzB/A5JSaWjycjgcQgsDOen3+71ez4WkiChWTzOdzuFXlPpQGBZTN0Bm4DHsSrRUSjtosZRw86LCW4J3UoQhyZptDVvg8F4+4kiNXFQ1zDe8X2YtavbTzSgZDaKcfzkmMKwP5shM46iRjU0pVxJZIfGG+rpogAtoG1n4bUKtnvARIxlSO0Ugfvzw8PiLL77o5IOdQef8fPTOO3/5p//qz87Pz1977dXBTg8V/CKRd3rwaUCzA9ljCR4703IiAuOQvRW/hDKZcDi1Ntp5a98ZcUX+SKIeI0iZym3/cy6KSJTyz24QzlB4Ws0qUsZRr9a5cD6RPSkynoTwOeqJkj0U9QLNAsvEVYoWpVk8G+Qs3b0iIDOa+IwmStNQhjVlzOfUONr1o5Hh0dhY9XwkV8pMaazYhFmlcNBfLtcrHBKhVGTBE5b4aJi8bJAZrBcDSnfF0hJ+t3Kt3ZZS8rhYOS6/ap1hUvtESt/oMpAT+XPROteBHdnmd7m0uNd2NHYe0t2mavIIXVZWs/Lk5NFf/+DtB1/c/8Yrv9dXiS6r6dlFJ0lNLGEOuX5wBCPoow8/+Pk7P33t1TeOnnte1BXtW6HS4yY7rm3apmdIWz6zTdv0u5PIeasA9NkgQKS1RFczNP+eT6pyOpuPZ9NxUUxMw8DCjCbsNUuQEQii2zTP4zQFrFzMSzR1EQ0g6UTEUZJ0kqzXP650PZ1OgWcAQAVY3OvFRkXCijRiQeKUGqVDGJYPUOwcAH1Zao12I0kaleQmjBWuoigB+DgcjS8uLuAi3Hz92pEgtIDaXMc39vf387zbCAPEgYA4wstGsxoS7cD7+N8OW+K2MlSa/FkRnXIhIMkgBrf5kZmI0L8ZgT/NbtAQ3gunn496WfZmjXHl0EcCRpQroKim0wGONwB2NhyewxWGuLPxpN/rDF66BWXupJkUutfJkvR40O3JOAKyppK4mhdRLMtZCa27u7tLbdhDKyCpfarrCv0ZJAmVAxqzQafGeQ4QfDyenJ9fAOcERtMhvlWTJ+k5JWA4/T6yHWyuRB0eHFsoo2RM/avJ15ntLcXWKegJAXBsozCEXmO9CGgniEB/EEmShbo3Wkfo14xiC3khDOfJ2K4J7EC8FZBA3bmiJZyRK/YhS1RTWSRL4Heh+LcsH1hK/CsL3ITTf4MRCy22t7cHBO9Xv/rVX/3VX8FP/+gf/aNr164BiC9KZKQwHqsKTZ5Qr6mx/i0UjznKGOUJoV2EVyoLTvwbw5OnTY4IhYR8Iy4M4a+/LXxveC69zEoIr0OJex883I236V58HvyBGaf31ipYK38yrbIGRspYaQr+8/43rCTDpQ3NY7Sz+guO2lIX5oe+GMKzo3UZrQo9rMhufQrFg0viENO6YptaX9Y1awtk/9PuICnWNKmkxlS+UxeqxBvO4dNU66q2aRxamqadwqYgDy8sCzOml2SffvDJ2z/4saibN1/7htJN2siLk9PhcHR8fExiSZ1n2bXDo9OT4dtv/3iwu/9//Wf/TMJCEcXi0kG7Tdv0DGnLZ7Zpm36XEm7PafJ6pBFVlpPJ6Hw2HZ5fPBYGSYWuC6AY5IsW15t50bCtNtu7SrJwQDkJmdqj3zBNMh9TsttWyL2qKsDNwEOsN0/raCsm/AeIsBqNJsPhEOgQ6VArICqj0RCuA2jf2e1DHvA44HLA3MAH0Oxb6jhRuckBuMP1lAx3uDZogt/rQuYF+uNScZoQAGcELFBc01qmpQWcJKBoJGJuBgoNw0va6CfmYb2xsiyiIX0fDFEJ1AyfZX9ZkpyJ4f0NK2HBbVFso

Environmental & Atmospheric Sciences