Chien Tong
New member
- Xu
- 33
SAT là bài thi bắt buộc đối với tất cả các sinh viên Mỹ dự tuyển vào cao đẳng hoặc đại học ở Mỹ. Kỳ thi này là bắt buộc đối với mọi công dân Mỹ và cũng có thể bắt buộc đối với sinh viên quốc tế, tùy thuộc vào các trường cao đẳng hay các chương trình bạn dự định theo học.
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KlUz8lPzqGlXwaoRQZrLp/ZAwGYeJ3aN5tlh/supqmcwX3G+DOokunkiYnQ7HxkfG+k+ICytjtt6E4oWz0IKNUJybxN7mytp5NOuSMM2kYGcnoCT5U8v7tlYL8II+I9BQN0N+NXsqlEiXJY7t2X51GWPMLo7JcggA4DgbGqtzh7Ybe3zFaqLmUbF84iU/Mbv9MD1rIeL8+X1xnXOQpOdKAKB8u/5mhykpXaZ6lkgDDKY97vS9pbaFxnNeSIubr9SCL2626ffSEfkWxVt5c9sl/AwE5W5jzuHAV8fqyKOv7QahvB6PxQlag+W+bra9gE8DZHRkOzo3dXXz9eh7VL212rdNj5HrQqoVxUfxANqBOSnkOtShFFYUK1ZGNAJlKunu9s9aj7TlhVb32Z1Byqk5AqxKBQkUMuCewibYHlQlxUbx2SYRMYMFx2qucIgE6Emd1nHxAnGD8vKhJclPqkW6e70nABJ8qT/rBv+bNQnLXEnl8SKQgvGcax3qW/q39dqpFLsrR0MgdQykEEZzUdxIyax8Xhkb6eue30pCQm0fPWBjv/ANWT3/ZNTisCARuD0p9mtqhrZaiN10r2B3P1pM8DhLmQpluu+4+g6U+Nd4mOpAqFpfIDsAMkgAV0TgjIOR5ioHns/wCiN1wSoOPLUM9PSq7wC9uIJVjjjd7ZmAVmB90d8elVKzlLm6z6tF0vLiQA6QFA7t3+QpzYz+IgbGM0EsStgsOnnTSXiv4YV1t6dB8zUOl1lkk7gDJOBUc3FC5KwrqPn0UfWgj4a0nvTtn9QbKP8ako4wowowPIULljCLhpY6pW1Hy/CPpUjGmBgbUYCgWgSSIZ49RZJDpYEmNv8Kzv2ucyvaWy2qkiecHW4O4iBwceWs5HyVq1yWFW2IBrzT7aLjVxaZe0SxIvy8JXP+07VUZ60aX7EOURBareOPvZwSMjdY84QD9rGr5FfKtQNQK38dnaWyb7RxIijqcRgAD8qDh3MeqYQyRtG5Gpc9x9Khe8U6J4yAdTtVZ9pXCBd8NuUA1MEMqY3OqP3xp9SAV/eNTV5bg5ZssP0RROFQOudWyn4V8qFvNER7Mc/wBV2gYFWEZUgggjDsNwad89yBeHXrHtbzY9CY2Cn8yKnqqHtXjlfhdxHBHJJI+hAsaM7YMil/dUE40hvzoU8z8E4RLdzJBAheRzgDsPMseygbk1uPL/ALErSNQbuR5pMbhDoQeg21H55HyFL+w/lFrWCS4njZJ5SVCupVkjU9CrDI1MCfUBa0LiUzIupBqP8PWhNZM25r9kVgtu8kPixOqkjDlwf2lfcj5EVh/GuDyWzhJB8ShlYbhlPdT+Yx2xXrGCdcaWbxC3UDfGazD218pJHZi4QkCOQe72Ak2bT5bhdqGLd2tGaezvmdrC8jlz90xCSr2KE7nHmvxD5eteprazw3iE6iR26YrxlXsblSVmsrVm6m3hJ9SYlzQ2kSlFahZqY/1mmrG+P0sbfnQ02kPsUldKxUhTg+dLKc9KBqDZE2+pfdCnV3Y9KR4ny5HMwfJR+5XbPoamzQChjomqY14fw6OFcIuPM+fzp3poSdqS1eoqmsLA0lhDAg7g7EVCQObVxE5+5Y4jY/gJ/C3p5VOA0neWyyKVcZU0MyV5Ww5qGMcgkbUhkOcoeiqPIj086C2vWtz4U+So+CXBII7ByOjDz705m43EPhbWewUEn+6hltPY9iQlcSYJ7+X99NbriSIdKjU/ZV3P/AU38Keb4j4MfkN3PzPQU6WBIEYoo2BPmT8z1oW29DYW8km87aF/QU/+ZqcJeRRAADSvYge79TTO5sPtCB/EbcBlA6Dvv5inPDrjxAY3XDrsy9sdiPQ0ItkpHICARuOxoxNRnCoDG0ib6Mgr6Z6gVJGodE7QbVXE0WjAUKcDXmn212pTi85PSRYnHy8JUP8AtI1elwKyv27cqGeBLyJcyQAiUDqY85z+6cn5MT2oRl25ZljvLKzmYBj4UZ88MFCt+TBhUVPZ3TX0jKgC6QqOfwjvgedZ17E+eI7cm0uWCo5zFIeiMfiRj2UncHzz51vmAaujnLjUxpw62ZECu5c92NOqTnmVFJdgAPOq5e86RxgvocxDrJ0X8zULKcYbZZxQqfWoy1ukuokkhlzG2+VOc+Yz8xRLaIiQeCCqD4y2fe+Q8/WhexLkUXFKCgIoaEI4VGdIAz5Vm/t+vwnDkiz700y4HogLMfz0fnWnYrzP7aOY/tfEGRDmK3HhL5FgczN/a935IKEKbwjh7XE8UKDLSOqD94gZ+Q616bfiErXH2KBhEsUajURvgABdI+QrN/Ybyodf2+XCquViDdTkYdxntjKg+rVrHEeCR3JE0TFJV2DjbOPPzFU5clte0XSY20TNczawTjJGOvQbU8ltfEUBSBGRvgdahZeXp58LczBowQdKrjVjpk1aIYwoCjoBgUNQt4awBBGFAA6Daj4rhSc9yqDLEAVDroPigAoltdK4yp+Y6H6ilDVCIviMTagzZaMdVXr8/UUX+sE/5t/7JqXIommhhxGRrs1xFFNDQYigWMdgPoK5Wo3yoDjRSgI3o2aECoCLhsXiJEZBjznQ34c/ony9KkVX03oxFNuLXDRwu6LrZVJVfMgbClkwkLOwUEk4AGc0eN9QBHTG3rVL4XxO4mJRiXjaJjJmMx+GdOwBPWk5+JXGiAJ4iReEpDxoHZmxjSc9BVo4+ut0Wma4mOSqqgHd/wAWPIdvnT2wuxKgcZH+Pf6VG8IgeWCI3Q+8G5Hb01AbZqXxjYDamjpG3kPRiufkf8miZqH5m5rtrBY2uXKCQsFwrNnSAT8IOPiFQ2Z7zp7F0lZpbBliY5JhfPh5P/NsN0HX3cEeWBtVas7bmLho0IJTENgv3cyY8kByVHoMVpkftY4Uf/qSPnFL/wCyi33tE4TIB/pihlOVJjl2Py0dKpH9FIuZeYb9AjWyIpOdbKkePX32/lTX/wCFZvGWPjE87ooBSOIko2OwOMDy2XPrV6i9o3DiQ0t8px0VI5gv19zJpaf2p8IyNU+ojp9zKcfL3KHOUXLKwxXkbgbQyM8cZgtyMJEST+8c96uxpnwfikVzAk8J1RuMqcEHAJHQ7jcGg4hxiGAfeOB5DqT8hRlilxxyx9mjmo/hfF4rhC0LBsbHsQfIimt6pXDPKRJ+BU6f2fxfWhruqtEd7SuZxYWMkoP3rfdw/tsD737oy30FYB7NeTn4ndhWyIEw0z+mdlB/SYgj5ZPapT2u8wyXt8luo/5D7oIpzqlYjxMY75wmP1a3PkLldeHWUcAwXI1zN+lIR72/kPhHoooVZJVeEw6UURqqooVVAwAFGFGPIAU9VMbUAoaFoFqacWvxBE8rbhRnHnRr6+WJQTnc4AHcnoKRlQSwstwqqH2xnsemT50MyeKWyIsr69mVZUEKo2CFOScfMVNnw3cBtJkUZx5euKrlpYXtmPDhCTxZ90M2ll9M9xTrgvBZhcPczlQ7DSFXcAep7naqcISlhNO/myVt7RjJ4jkKdwFXy/WPepBjRRRiah6UqANBmiSzqvUgZ23P5UOaFsZE0OnNFxQ9KMhyrXEUJFFU1AG00bFFzQg0AWQHBxjVg4z0z2zUBZ3u+ZdbTgkeEo2X5Dpp/WNWEGuVe/eqZlGwkSkr7y6SRuM5x9aJY2axRrGucKMDNOBXA0LQGa6Q4qs8/cWntoA8GMlgCSMkA+QqtXnOU32cNKUUE41pnLDzAPSp8Ge67dS7XvMEUbeGCGkP4cgAftMdhWd+0+L+sLzhdpupZ5fEXug+7LkfuoxBp9wXgv25RIHCx+hDOf2v0avVlwOCN1k8NWlUYErAM4BGCAx3A67CqMt40NIeRuGqABZW5AGBmNWJ+ZO5NZT7euCW9t9i+zwRw6/H1eGgXVp8HTnHXGo/nW8AA1i/9I/pw/8A/J//AF6GmT3ss5WspuF20k1rBJI3iZZ0UscSuBkkeQAqU5v9nVlLZzLDaxRzBGaJo1CHUoLKDjqDjG/nS/sgH+qbT9mT/fPVwlUlSAcHGMjtUBRPY5dq/CbdC+HHjLgdcCV/5EUw4r43D5mdkEolOEmffwyT0byq0cH4f9lUww2yq2c+IAFQ56scb5/VqYnshJEY5sPqGG22PyFXRw5IeovDRn06fZ2DW1wXuZWDMkYBU56kir9xG+8G2kuJQNUULyH9xCxA/Ki8H4FBbLiJAPM9Sfmahfapc6OE3h84wn9t1X+dVsvDxOG/+GM+xfhpuuKiaX3vCDzsT3cnCk+up9X7telCaxj+jnaAR3kxIGWjjGfJQzNj+2v5CtP4vxxYgAnvu3QAjH7zdqh2ukS4NdUFwnj2pgkmMsfdK+eMlSP59KnAN6CLsLNCHGlhkGmkHC1DBmLSY+HUc6fkP50/oGoHFMM1cBQBu1Nr+/SIAsep2A3Y/sqNzQtpDPjvH47ULryzucIijJY+lJ8N4xNI+mS2kjGMhiVI+veo7m/g8sphubfBmh3CN+IdSPntSL87poKvDOs2MeH4bHJx+FgMY9ap5pcjU32dL4+ycurJBqkkDSnsuM4z0CgdPnUZ9mb/AKPJ/wCL/wD1SvJNrOlsPtBbWzFgGJJAPQNnv12qwY+dDpFd0paGGqjae9EXrRz0qHUHrQAUK1wagCZ3o6UBohlA2yBk4Ge/oKAUIxQ5oQtFAoAzHvVK4nzdIXZYlVFXctJ12OCNI3Xp33q6FtqgV5PtdYkZCzD9JiQ2Tn3h0OKhmV/BX7KC4uw8hYMpJ0s42BHTQgP0pbkblcLF4l1ETMS2z7gAnbSvQVdFUAYGw6bdvlRg1XWiONtNjfh3DIYQRFGqAnJ0gDJp5mmt9drFG0j50opYkDOw67Cq3w3n62m1BQ4cZwpG7Y6aSNvoabHaMWolv1YBycYrEP6QPEI5fsQjdX0m4DYOcZ8DGfyP5VYuZOOSy7E6VwGCAjJHmeudhWe+1C1dI7MtGFDeNpO+p8eFktnoN9vmaiNM2T2RH/VNp+y/++kq4as1TfZI3+qLT9mT/fPVu1VSigrhRVNKZxQBs+lVnnDiM8YRINI1nSW6spPTC9PrROZuYmicQxgAldRc74GcbDz3H51kfPHPc9vKYLdjrABeWRVZwWwwVQcgYGN/XtRGZLsq0X2w4aVYSO7MuQS8hznqGGnt0NSfDruGeQ2sY0hQWYEe9scYz/k1h1hz3dyyxrdXDNGWCliFygJ3IwBt3+lejeX+XYbUEx5Lt8Tnct/wqnNJxfWKwOeF8JigGEXf9I7n86fE0JNc5qHVKtHZoRUbxLjEMGPEcAnt1JHc4HYU6sryOVdUbBl8xQWhfFR13ZESePEAZMaSrdGH6p/C38e9STUA9KBqxnZQy6tcrdtkX4V+Z6k+tPtAPzoorqoSoNQaqEmgxQpFxSq6qykMpAZSDsQRsQaUBrFPY9zzoK2Vw3uE/cuT8JP4CfI9vXbyra1qyVZQBVqFu1FoSfyrIOFUPnbgl5dzAoqxpb5aMljmViARgD4emN/51eye1HOKGJwU1TKpyNzT9pUxTYS4TZlO2rGxIHn5irbioO65Xt3uVusMsi/onSGI6Fsbk4267981N/5zVecmeJTSqQBNCG7UUihQ71DqdpppxDiEcK65GCj16n5DvT0qcHpnG38qoXF+XLuT7xhE8mrqWOpVOPgyNK4xvsc9fShAnGebDLmOMeGhBGpwfe8gAM/F0FV2xtGkn+z2sQhlAzI0p1YBC/DGQOmR0Aznyq9cu8rCFvFlcySHOF2KR5Ofc2zn1/ICpuHhcImacIPFYYL9SRjH08vpRYMy7Ouv9RV7Dk+SO4WZ7hXQDdDGBg/q74UVQfb9fxSPaJHIjsgmLBWDadRj06sdCdJ/Kti43wKC7VUuI/EVW1BSWAzggbKRnqdjkVHx8h8O/wCh2/1QH+NCpUQvsc4lE/DbeISJ4ieIGTUNQ+9YjK9dwQfrV9Iqsy+z7hpGfsUX7oKn6FSKcLaTrGMSLbRxAeGmz7KNvHkcnIxsQN/1jQjdE8AKUWmPB70TxB9JU5I9DjuhI95T1Bp9p9KFTtWhvc2EUmdcasSMHIGcfOsJ9sXIk0dy11bxM8EgXUEBYxsqhTqUb6TgHV6nPrvmDRgaFo8rcl8kXN9OiCN1i1DxJGBVVXPvYJ6t2AHc+Veq2A+VFPzqu8a5rjjLRx+/IDg4BKoeh1Hud+nzqgbcb52RCUtgJpAcMc4RSNjk9z8qb8P45dTqVcqjdioIB/VDk7H++q/9lUuZSQHkOWCEZODg6VXbOQd/rvQScVeUmGCJnlPbQoCnYZbAABBHc42HlvTjfT3Tf+ieuuDM+oKniORuzN0JY/Ex/PG/oPOx8vcINspBbJbSSAMKCBj3R5nue9Bynw17e3CSvrkJZ2O/VjkgE9amQKjOkcpPX0ABQUJoDQ2DigoCa7FCEBNNpmJu5NAU6ohkrGQOhJ/FIP0T9AetOP8A4lj8pv8AwpP/AG1KOoOxAO+cEeXQ796Nkf5IqmFGS0yhco8g2dgA+BJKBkzSY289AOyD+/1qT4RzdaXM7wQTB3QZ2+Fv0vDbo2O+POsdi4tfceufAMqQxfEYxq0hQe4G8jdOpA+Va1ynyJa2ABjXXNjeV9237L2Ueg/vovs6FlLUYmgIoA3+NZAcCgxRc0bNAHzVS47zRKLgWlpEJJyMkucIgxnffJOP49+lWl6YHgMAuPtOgeMVA1ZO2BjYZxnBxmnzk58ik1UWV7gHM9yLw2d5HHrIyrRg4+HUM5J2IB32xirqR5ViNvzd4dzcXWjXM7FItZ92Nem4G5OABj51qvKouRDqupEkZjqXSunSG3Cnpn8vzre0mcPx+W247/gmVNdQmgIrB6jlU9P870YrXZqL4/xNoUVkClnkSMas4UucaiB1A8siqSTpWyVrM+crR14lEWnkijlH3bhv+TYbEYJA050Z6fFV5X/Ro5JpZJJTjUx6Aac7Rx50qOvr5k1D898K+12qlcB0ZGXV0w2FIOAezfmBV07PP+QnOGNrJCcO51nhZ0lAu40ODNAG90ebEjSe3l8zV0sngvY45grMoOVDh1GfNkOzehOR5UvwXh4hgjjAQYUBtIwCcDJ+tPOlGy8XHJL3O14DgUYUQV2ah6BQ9KBRtSEVwGLgZ9w4OfkDt+dL0CaYV1qlcT5TbxlNvpClskMT7m+TgDdlO/u57+VXYtXYoRqyK4FwNbdCuS7E6mZsbnGNgOg9KkY7dVJIUAnckDBPzI60sBXAUKkgBTfiHE4oADLIiD9Y4/Lzo98rlGERVZNJ0lhkA9sgb1k/CeNxffyXqNcTISBnSU+IjAB6DK+R2xtWoqzhzc3p0vJq0F8ksfiQssgPTByCfIntUPdwSBTPPcCIruoU/dx+jg48UnON8ZzsAcGqdwmW6trdryIwiOSRSYiGOMtpAB7Yz/dV+tPDuY4ZmQZ0h1zg6Sy9vX1o1RmHJ6qp4Z3C7x5Yw7xsjHse+PxKDuFPUBgD509DUJFDmsnpSpAYNB4Zo5ak9qA//9k= 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
SAT (Kiểm tra Khả năng Học thuật)
Kỳ thi này có một phần toán và một phần kiểm tra ngôn ngữ với hầu hết là các câu hỏi trắc nghiệm. Phần toán học sẽ bao gồm các câu hỏi về số học, đại số, hình học, xác suất và tính toán, .v.v… Phần ngôn ngữ sẽ có các loại:
Ngoại suy- phần này sẽ đánh giá khả năng hiểu được nghĩa của từ và mối quan hệ giữa các từ.
Hoàn thành câu- phần này sẽ đánh giá khả năng hoàn thành câu theo logic.
Đọc phê phán- phần này sẽ đánh giá khả năng đọc một văn bản và tư duy phê phán về nội dung của nó.
SAT (Kiểm tra Khả năng Học thuật)
Kỳ thi này có một phần toán và một phần kiểm tra ngôn ngữ với hầu hết là các câu hỏi trắc nghiệm. Phần toán học sẽ bao gồm các câu hỏi về số học, đại số, hình học, xác suất và tính toán, .v.v… Phần ngôn ngữ sẽ có các loại:
Ngoại suy- phần này sẽ đánh giá khả năng hiểu được nghĩa của từ và mối quan hệ giữa các từ.
Hoàn thành câu- phần này sẽ đánh giá khả năng hoàn thành câu theo logic.
Đọc phê phán- phần này sẽ đánh giá khả năng đọc một văn bản và tư duy phê phán về nội dung của nó.