0
  1. Trang chủ >
  2. Trung học cơ sở - phổ thông >
  3. Lớp 12 >

giáo án vật lí 12 nâng cao - chương 1 -động lực học vật rắn

ÔN LUYỆN THI TUYỂN CĐ-ĐH BAN NÂNG CAO - CHƯƠNG I : ĐỘNG LỰC HỌC VẬT RẮN pptx

ÔN LUYỆN THI TUYỂN CĐ-ĐH BAN NÂNG CAO - CHƯƠNG I : ĐỘNG LỰC HỌC VẬT RẮN pptx

... chuyên Chương 1 , 2 , 3 1 ÔN LUYỆN THI TUYỂN C - H BAN NÂNG CAO  CHƯƠNG I : ĐỘNG LỰC HỌC VẬT RẮN  Lý thuyết : Câu 1 : Khi một vật rắn quay đều quanh một trục cố định đi qua vật thì ... src="data:image/png;base64,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 +18 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 015 H2siAQBAVVR0RsGxC/HoRCk/2NUW++64drJpteVdI+zowFJXxigsAEBVVHQsdvvG/AsgrOjcdOw8ET89VctJBbOZ+MGvcw8e2rZM2UtYAICGqNhdW0qs2IgYORv3v12zlQr2TMS56auO7O5efmDYRAIAgOqq6IyCxZuHlWCoM364tXqbeM1m4qUzuSe8uzt2bVn+5yQsAICKjdyIfPCmSFX4z/XpuXj8vdxbuAroVwkLAKBiaxGyo5di7/t55g8U0K8SFgBAxa4Ust/fVM6pBZOX44WP82zHUHC/SlgAgMat2JJX2rpWXyr+j5vjz79S+qDsbCbe+TwOf5p/L7Fi+lXCAgA0dMVOpOOR8dy /16 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 918 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 313 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 912 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 +12 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 +13 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 /12 3 mwmPpmOk+n4+MsY/Tze/GxhA14VCyBhgeat2GR1XglRq2IBJCygYhMWtbu7Y9cWv3kACQuo2CRE7djvY2NrPLDZ7xxAwgIqFgAKtcYlAMpjYEMc2pbn+M4TMXrJ5QFAwgIqFgAJC6BiAZCwgIpVsQBIWEDFAoCEBVQsABIWQMUCIGEBFQsAEhZQsQBIWAAVC4CEBVQsAEhYqE+zmabIuKUqdu/7MTXjUwCAhIVE9eueidh5Ig6ebtKKPTcdw2MqFgAJC4nyXjoi4sBkPHEyZjMqFgCW15LJZFwFvo/34wAAIABJREFUqLHJy/Hdt+e/HmyP/b3R2tLgb3n0Uuw8kXuwqy1G+qNjrU8EAMszCgt1oHtdPN0z//Xxi3H/240/HmksFgAJC4n3 51/ JLbmJtIoFAAkLdSy1Jk/JNfwyBSoWAAkLCTZ5Oc/BnSfi8FkVCwASFuqyX5/+Tf5v7TvV+IttqVgAimRFAqh1vL7wcRw5v8LDmmGZAmsUACBhoa6l5+Jffxd/dybGC75nq2krtklWGQNAwkL9mkjHy2dWHnbNqxmGJFUsABIW6ite/+ZkEcOuKnaxvlS8eKcZBQBkuZ0LKi89F0+cjOGx1fZrRJybjh2jDb7YVt67u8bTRdzdNTUTQ2 81/ 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 114 nLcsL7UabXZNZSP/lP6FYAC68JCSo6MJvTr0Z1Vf9yqsIhBw+vKRf9W/QqAhIX0vHUx4ZGjel6UdGbuytJdGfL4bfoVAAkLKRmZSlj46WBnXffrE0Px6C8jP5ul67zYYLN+BZCwQNk5+O0F/bq/Y9G19+ukX09Oxth0/PCjzF9//QogYYGy/eOFOJOfd6Q7F9/YVu/9WufnqV8BkLBQLROXE7YweOXuOl2itWjNr+9nbSnZmbnozulXACQsrMwzw8VHDnbWaVQV9Wv/1ujYlLGr/eq5awPe+hVAwgKVGMoX72LQ3hR7WjPQr+1NSz3dX58GL11b80G/AkhYlwAq9INzxUeevL0efzW/cM+w+2/O2FKyE5dj72n9CoCEhZXJzyZsZFCHQ7CL7XmbrX69ui+XfgVAwkLlFi5H1b +17 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 /1/ 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 911 nK9rYnLsWew+KCFYAGoJyYSsFYtNqPg8EgcGV3pm3dsiqM7K/zck5OxZzCOjddmdmxhCLnIi136FYC6YhSWta2qY7ELfx1flu5cfL8rOjatdr8WTYGo2wUTAFjDjMKytlV1LLanOfZ3VP7pZ/Lx1bfj+bORn12NSzF4KfYMFvdrb0t8Y5vbBIB6YxQWqjwWe2Q0Do+s9E32d8Q3tlXxaarEJWB7W+KlLo9wASBhYU1W7ApnFBS0N8WTt8ee1pSbcmQqvj0UZ/IJX25gVy2fKgMACQuNULGFsnx4S/xZewpzZEem4h8+ioHzCR/qzsUrd+tXACQsrPmKXcl6sYmV+aet8ZVbovOG8sZlZ+binU/j8GjCt1lg/gAAEhZU7PJvvkK9LfEnm2PnjbFlU/LobH42Pvxd/PyT+JeLy3x1/QqAhAUVmyDx2anU9bXFu/mESa5LqPZDYwAgYSHDFTtxOR77VXl9WVXtTXHoruhp9i8PgIQFFbvk+5+YiBc+SG12bMV6W+L7X4qcVaIBkLCgYkuRn40ffpTCwrGVKSzU9WCbf2oAJCyo2CyE7P6O+PqtBl8BkLCgYlcWsj/9OI6eq/rUgr62+M4Oy74CIGFBxaZnKB8/+Th504GVKGyLYOQVAAkLKrYqFVv4isOfxz//Nn58YaXjsv1bY09r3HOTBbMAkLCgYqtcsVflZ+NXn8Xpz2Lw0/jZJ8sXbXtT3H9zfHlz3Nucwla0ACBhQcWmYOJy5GcTjufWm+QKgISFVKvrPyZj+6ZF90FVsQCAhKWO5Gfja+/M+w14dy7+4Oa456boykV7U5bGDlUsAEhYGt9izVekry2+eEPs+L24tzlaN9b1g/MqFgAkLPo1QeGZpJ6b4rbfi85c3NpUXw/Uq1gAkLDo1zKidueNdTGhVsUCgIRFv5atOxd35eLLm2v2lJiKBQAJi35dqd6WuOuGVX1KTMUCgIRFv2YvalUsAEhYMu+xM/XSr4mqsfSBigUACUuGHRmNwyMZO+dC1O66cUVLHyxWsU/tiEe2ui8AQMKiX6upaD2v0p8SW6xij+6MnmZ3BwBIWPTrKrp+6YM7blhqQq2KBQAJS4b7tb0pHt4SX7klbtxw5chwPj6ZiTcvxs8+mbfZbBZdfUps4YRaFQsAEpZVNTMX73waJz+J/7oU9zVH781x943LP/B0fb9eLdeu3FKfMnE5+k9lPmSv7/WivcRULABIWFbDUD7+53CcyRfH2cvdS/Xo9f16sDP2tJb6ONRiFdveFF/K1fWaBiVGbWKgq1gAkLCkZmQqvvr2oh9dbHGoicuxZ/BKsQ3sKnvV1cUqttB5I1NxYSpOfxaDnzbC3AMVCwASlpQ9MxzHx5d6wcHOeLAt4fjgpTg8Gi91VbgW1dIVe738bExcjl9cinc+jXc/z/YwrYoFAAlLCu7/z+Vf8/ruMlaYqkbFLvzE9z+P0al482K8my+eAqFiAUDCImGjtyVe6a7KV6+4YouMTMVwPj78XTbmHqhYAJCwrEjfL0oKvjfvS2dH1upV7PVm5uKj6bqOWhULABKWyh0bjwPDy7/sxa54YHO1zqEaFVvk6oTas7+L33y+zPRfFQsAEpa6NjMXX/+/y08n7WuL5zqreBqrULF1GLUqFgAkLJXnY2GFrBombE0qth6iVsUCgISlQiNT8fKHS0XbYktrNVjF1iRqVSwASFhWVJD52St//mwm+k/VILPqrWJXJ2pVLABIWNJx/XpbJ3rK3oKrUSt24dmOTcdQfqU7L6hYAJCwpJmwqzARNtMVu1jUlrvzgooFAAnLigzlr00kqNLuXA1csUVGpuLCVJz+bPlFalUsAEhYKnT9SlurPwTbkBVbdHk/mr4yofa/Ll2be9DeFAO7Vm/CBgBIWBrK82dj4HxERG9LvNQVG9bV7EwatWIXfpvvfx533KBfAUDCUpEjo3F4JKJuBgXXSMUCABKWSuRn49u/vvJ77br6pbaKBQAJK2FJMJSPx89cy8T+rXHPTcmv3L4ptmxa7Qe8VCwASFhXgWvys3HwvUpW6e9tifuao/fmuPvGyK1XsQCAhGVV4vWHH12Z+bpC3bn409b4yi3RlVOxAICEpTrx+tOP49DZ9N+5Oxd/8YXY01atebQqFgAkLGsxXtMaeV1aX1s8uq0qg7IqFgAkLGvFzFycmIgDw6v6Rbtz8fQd6ZeligUACUvjm7gcj/3qyoZbq6+vLR6/LeVFDFQsAKyphG2w70eRL2/wUuw9XfvT6N8aj9+W5toFKhYAJKyEbUxXd9tK1N4Ue7dFy8a4tzki4tamK9vJjkxFRPziUrx5sZL1tpb4cofuSrMvVSwASFgJ21Bm5uKJoSu7bS3U2xL7t5faeUP5+Pkn8b8+TmcqQv/WePL2K62sYgGAUhJW8631fu3fGn99a4UzU4fy8ZOPY+D8Sk8v3Q1sVSwASFgawTPDCRMA2pviu3fGA5tX+uZprcyVYmKqWACQsGRb4vzX3pZ4rjPNHQdSCdn9HbFvu4oFACTs2pa4/kBvS7zUldr00+uNTMXB9xadcatiAQAJSyUNV 71+ 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 710 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 ... src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5YAAAU5CAIAAACQ8wwoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdf2yc9Z3o+4/jODAkOLW9CcQQqKlNWguwuq28u8pFu1spMuJoe3u0FfK9B+mqRFEkOBFCVFElWP7ohasqKhehLEi5UUArcW6taFdbsTqIKNLeXbHR2Y04rQzIbbAhlIATQhM3IXQg/jH3j3FjZzK2Z8bz65l5vf5yHo9nnnk8u33z9ff5flui4WQymQAAoHG1CD4AAJJljUsAAICEBQAACQsAABIWAAAJCwAAEhYAACQsAAASFgAAJCwAAEhYAAAkLAAASFgAAJCwAABIWAAAkLAAACBhAQCQsAAAIGEBAEDCAgAgYQEAQMICAICEBQBAwgIAgIQFAAAJCwCAhAUAAAkLAAASFgAACQsAABIWAAAkLAAASFgAACQsAABIWAAAkLAAAEhYAACQsAAAIGEBAJCwAAAgYQEAQMICACBhAQBAwgIAgIQFAEDCAgCAhAUAAAkLAICEBQAACQsAABIWAAAJCwAAEhYAACQsAAASFgAAJCwAAEhYAAAkLAAASFgAAJCwAAAgYQEAkLAAACBhAQBAwgIAIGEBAEDCAgCAhAUAQMICAICEBQAACQsAgIQFAAAJCwAAEhYAAAkLAAASFgAAJCwAABIWAAAkLAAASFgAACQsAABIWAAAkLAAAEhYAACQsAAAIGEBAJCwAAAgYQEAQMICAICEBQBAwgIAgIQFAAAJCwCAhAUAAAkLAAASFgAACQsAABIWAAAkLAAAEhYAACQsAABIWAAAGlJLg72fTCbjlwoA0NiMwgIAkDAthi0BAEgWo7AAAEhYAACQsAAAIGEBAJCwAAAgYQEAQMICACBhAQBAwgIAgIQFAEDCAgCAhAUAAAkLAICEBQAACQsAABIWAAAJCwAAEhYAACQsAAASFgAAJCwAAEhYAAAkLAAASFgAAJCwAABIWAAAkLAAACBhAQCQsAAAIGEBAEDCAgCAhAUAQMICAICEBQAACQsAgIQFAAAJCwAAEhYAAAkLAAASFgAAJCwAABIWAAAkLAAASFgAACQsAABIWAAAkLAAAEhYAACQsAAAIGEBAJCwAAAgYQEAQMICACBhAQBAwgIAgIQFAEDCAgCAhAUAAAkLAAASFgAACQsAABIWAAAkLAAAEhYAACQsAABIWAAAJCwAAEhYAACQsAAASFgAAJCwAAAgYQEAkLAAACBhAQBAwgIAIGEBAEDCAgCAhAUAQMICAICEBQAACQsAgIQFAAAJCwAAEhYAAAkLAAASFgAAJCwAAEhYAAAkLAAASFgAAJCwAABIWAAAkLAAACBhAQCQsAAAIGEBAEDCAgAgYQEAQMICAICEBQBAwgIAgIQFAAAJCwCAhAUAAAkLAAASFgAACQsAABIWAAAkLAAAEhYAACQsAABIWAAAJCwAAEhYAACQsAAAIGEBAJCwAAAgYQEAQMICACBhAQBAwgIAUDET6ZjNSFgAABJi9FIMj8X9b8fUjIQFACAJTvw+IuLcdAyPxeglCQsAQN17YHMMb56v2J0n4vDZZJ1+SyaT8UsEAGg6s5m4/+04Nz3/z93d8dDN0dqSiHM3CgsA0JRaW2LnzQv/PDAZeyaScoOXhAUAaFYffnnVP49fjAd/lYgbvFoa7BdhXgQAQEFmM/Hgr2I8nXu8qy1e/np0r5OwEhYAoJ7i9ehUPPfRwkTYax3aFgMb6jdhNR8AQLNIz8W//m6FeL3i6Z64r1PCAgBQu3h95ZM4MFncT+3ujl1bJCwAANU1eTle+DiOnC/xx4c648dfrbfFtiQsAECDGr0Uhz8tPV6vGGyP/b11VbESFgCgsWTv1vq7M3lWGyhZXypevDM61kpYAADKbWomhsdWuFurqy2+fWPuwRUHa7vaYqS/TipWwgIANIpjF+LRiSUDdEdH/Fl79K9fMkNnM/HJdPzb7+JfLsTxi/mfZN8d9bDYloQFAGgIB0/nX3Cgqy2euj22byzu2WYz8c7ncXQqRs7mfqsOloyVsAAACTebiac+yDMToKstHrs1dnSs6k6s7FKyOTNra73YloQFAEh4v+6ZyPN3/93d8dDN5VxGYPRS/OTDhZCtacVKWACAhuvXyv2t//Xz85t71XQ6gYQFAEisa+e/VmH1q+xdX93ravi+JSwAQDK9fj6ePHnVkfrbg0DCAgDwBxPpGB676khXW7x2d/3262wmTn4RvamyPNkaHwAAgISZzcQj47n9OtJf1/26ZyKGx+LwWQkLANCUsjdULfbU7fWz+2v+fs3ec3boTMyWYQqAhAUASJSJdO52A0OdRe9cUJN+jYgX+soyVCxhAQCSI+8UgidvT0a/Dm82FxYAoPm8dCZ3CsFjt0aqLosup1/7UvHYreV6bgkLAJAQ6bncVWC72mJHRwL6NSKeLedqXxIWACAh/um3uUceu7UeVyHIu2dYWe82k7AAAEkwm4lDZ3IP/vlXktGvETE1I2EBAJrM0ancWbDDm+tuFuxS/RoRv5+VsAAATebvrhmCrbdZsMv0a0S8fEbCAgA0k6mZGE/nHrzt+sT0a0QcOR8TaQkLANA0xj7Pc7B+tuNasV+z/uakhAUAaBr/7WzukaHOhPVrRIyn4+BpCQsA0ARmMwUFYp33a9aByRi9JGEBABrdJ9N5Dg6sT16/Zu08sfqKlbAAAPXtZL67oNprPRG2tH69UrGru7VLwgIA1LfPZuvulFbTr1mPjMfkZQkLANCg3riQ5+A7nye4XyPi3HR89+2SZxSs9akAAEiesu7XWnq/drXFzpvnZzW8cSGOnC/u2XaeiEPbYmBDsWdhFBYAQMKW1K/Dm+O1u+OBzXFfZ9zXGc/0xH/8cQxvLrpiix+LlbAAAAlUk2W2/v3iwuse2hY/3BqtLVc9oLUlfrg1Xr07+lIVrVgJCwCQTKu4HapE2zfGYHt0tcXRgeX++t+9Ll75Rgy2V65iJSwAQDK9dakGL7q/N35 +18 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 015 H2siAQBAVVR0RsGxC/HoRCk/2NUW++64drJpteVdI+zowFJXxigsAEBVVHQsdvvG/AsgrOjcdOw8ET89VctJBbOZ+MGvcw8e2rZM2UtYAICGqNhdW0qs2IgYORv3v12zlQr2TMS56auO7O5efmDYRAIAgOqq6IyCxZuHlWCoM364tXqbeM1m4qUzuSe8uzt2bVn+5yQsAICKjdyIfPCmSFX4z/XpuXj8vdxbuAroVwkLAKBiaxGyo5di7/t55g8U0K8SFgBAxa4Ust/fVM6pBZOX44WP82zHUHC/SlgAgMat2JJX2rpWXyr+j5vjz79S+qDsbCbe+TwOf5p/L7Fi+lXCAgA0dMVOpOOR8dy /16 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 918 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 313 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 912 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 +12 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 +13 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 /12 3 mwmPpmOk+n4+MsY/Tze/GxhA14VCyBhgeat2GR1XglRq2IBJCygYhMWtbu7Y9cWv3kACQuo2CRE7djvY2NrPLDZ7xxAwgIqFgAKtcYlAMpjYEMc2pbn+M4TMXrJ5QFAwgIqFgAJC6BiAZCwgIpVsQBIWEDFAoCEBVQsABIWQMUCIGEBFQsAEhZQsQBIWAAVC4CEBVQsAEhYqE+zmabIuKUqdu/7MTXjUwCAhIVE9eueidh5Ig6ebtKKPTcdw2MqFgAJC4nyXjoi4sBkPHEyZjMqFgCW15LJZFwFvo/34wAAIABJREFUqLHJy/Hdt+e/HmyP/b3R2tLgb3n0Uuw8kXuwqy1G+qNjrU8EAMszCgt1oHtdPN0z//Xxi3H/240/HmksFgAJC4n3 51/ JLbmJtIoFAAkLdSy1Jk/JNfwyBSoWAAkLCTZ5Oc/BnSfi8FkVCwASFuqyX5/+Tf5v7TvV+IttqVgAimRFAqh1vL7wcRw5v8LDmmGZAmsUACBhoa6l5+Jffxd/dybGC75nq2krtklWGQNAwkL9mkjHy2dWHnbNqxmGJFUsABIW6ite/+ZkEcOuKnaxvlS8eKcZBQBkuZ0LKi89F0+cjOGx1fZrRJybjh2jDb7YVt67u8bTRdzdNTUTQ2 81/ 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 114 nLcsL7UabXZNZSP/lP6FYAC68JCSo6MJvTr0Z1Vf9yqsIhBw+vKRf9W/QqAhIX0vHUx4ZGjel6UdGbuytJdGfL4bfoVAAkLKRmZSlj46WBnXffrE0Px6C8jP5ul67zYYLN+BZCwQNk5+O0F/bq/Y9G19+ukX09Oxth0/PCjzF9//QogYYGy/eOFOJOfd6Q7F9/YVu/9WufnqV8BkLBQLROXE7YweOXuOl2itWjNr+9nbSnZmbnozulXACQsrMwzw8VHDnbWaVQV9Wv/1ujYlLGr/eq5awPe+hVAwgKVGMoX72LQ3hR7WjPQr+1NSz3dX58GL11b80G/AkhYlwAq9INzxUeevL0efzW/cM+w+2/O2FKyE5dj72n9CoCEhZXJzyZsZFCHQ7CL7XmbrX69ui+XfgVAwkLlFi5H1b +17 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 /1/ 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 911 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 71+ veqti/HsewntWKIUz1DFAoCEJWMeO1M8INreFD+5J83VWBeTn41v/7ry4VgVCwAsbr1L0LDeuphQkAO7VqNfIyK3Pl7pjoOdFX76ycl4Yihm0vjvq9aNMbAr2puKj+89HYOX3CYAkEVGYRvUzFw89Hbx0GNNxh1HpuLRX1Y4qcBYLACQxChsg3r1XHGu9bXVptU6NsUbu6O3pZLPNRYLAEjYtWJmLmFxq8dvq9n5bFgXr3TH/o4KK/bVc+mchooFAAlL/ToxUXykO1fh/lsp2rc9ju6s5BMPj8SRURULAEjYhvbCB8VHnr6jLk6spzmO7kwoyFIqNq3EXKJiXzvv3gEACUstDOUTHlqqnyeWepqTC3JZe0/HyFR1K/bQ2TKGeycux/Nn05mnCwBI2LXun39bfKSvrb7OcLGCXNajv4z8bHXPoTBpYdkwLaxvMHA+tafNAAAJu6b9+ELxkZ6b6u4kCwVZ7jIFY9Nx8L2ql/ThkXhiaKlWHspfW5/r1/mYnHHTAYCEZQUmLifMIth5Yz2eauvGeKmr7Io9Ph5vXUzzHF7uTjh+cjK+9k4M5RM+dGz8Wr+2N8XArmjd6L4DAAnLCrz/ecLBO26o07PdsK6Sin32vdSmE0REVy55nYSx6eg/Fc+fjZGpyM/GyFQM5eP5s3Fg+MoL9CsA1I7duRrLa+fj0Nnigyd66rq0ZubiiaGEvXCX0NcWz3WmeQ6Dl2Lv6TJer18BoKaMwjaWwU8TDqY4ZlkNhbHY7lwZn3J8PLXVCQp6muNgyU2sXwFAwpKmn32SydPesC5eubu8NQpSfK6r4MG2kpZu0K8AIGHXrpGpODYex8bjrYsxMpXawkwLn+XKinJX2jo5mf5+WgfuXOYE9CsA1AdzYVddYUn84+PFbXTorpVuQDAzF3/484Tjr++u/e6ypV+cPYOlvrg7Fz/alfIJHBu/9sCWfgWAemUUdtUdHS3u14gYm469p+OxMzFxufJ3/miRIdhfXMrMxWndmLw+QKIz+fQHYu9t1q8AIGGZLz8bA+cX/ejJyXjsV+nv9vTmxSxdorKerHrtwmqckn4FAAm7pv18ucetzuTjxETKX/T4eMY2QX2wLfq3lvqtrWTcWr8CgIRleZ+UsBnpgeH0i/OdTzN2oZ68vdRltn5czYFY/QoAEpZSU7Ky4swt/q+Z+shutZW+zFa6Cfvyh/oVACQs833tCyW9rLLiXCK2Bs7X+wYHid/Od+9c/mVj0zGUT+crDl669qSdfgUACcsVXbmSRharMWj6r7/N3uV6YHNJ2w38cxrf2sxcPPWufgUACUuSN3Yv/6xSxTsULDF/9IUPMvZQV8GzX1w++lOZS/DquSuXvbcl3titXwFAwnKdDeviOzvixa7y9lMt0V25pbI4cw91FS7XobuWL/4VrktwZDQOj1zp15e6YsM69ykASFgWeGBz/OSeeH13HN0ZBzvj9d3pvO0Xb1jqo997P5PXqqd5+ekEp1ZQ54OX9CsASFhKk1sfHZuipzkebIuOTbG/49qHSlxPaqFdNy 710 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...
  • 38
  • 461
  • 0
LUYỆN THI TUYỂN CĐ-ĐH BAN NÂNG CAO - CHƯƠNG I : ĐỘNG LỰC HỌC VẬT RẮN doc

LUYỆN THI TUYỂN CĐ-ĐH BAN NÂNG CAO - CHƯƠNG I : ĐỘNG LỰC HỌC VẬT RẮN doc

... src="data:image/png;base64,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 +18 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 015 H2siAQBAVVR0RsGxC/HoRCk/2NUW++64drJpteVdI+zowFJXxigsAEBVVHQsdvvG/AsgrOjcdOw8ET89VctJBbOZ+MGvcw8e2rZM2UtYAICGqNhdW0qs2IgYORv3v12zlQr2TMS56auO7O5efmDYRAIAgOqq6IyCxZuHlWCoM364tXqbeM1m4qUzuSe8uzt2bVn+5yQsAICKjdyIfPCmSFX4z/XpuXj8vdxbuAroVwkLAKBiaxGyo5di7/t55g8U0K8SFgBAxa4Ust/fVM6pBZOX44WP82zHUHC/SlgAgMat2JJX2rpWXyr+j5vjz79S+qDsbCbe+TwOf5p/L7Fi+lXCAgA0dMVOpOOR8dy /16 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 918 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 313 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 912 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 +12 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 +13 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 /12 3 mwmPpmOk+n4+MsY/Tze/GxhA14VCyBhgeat2GR1XglRq2IBJCygYhMWtbu7Y9cWv3kACQuo2CRE7djvY2NrPLDZ7xxAwgIqFgAKtcYlAMpjYEMc2pbn+M4TMXrJ5QFAwgIqFgAJC6BiAZCwgIpVsQBIWEDFAoCEBVQsABIWQMUCIGEBFQsAEhZQsQBIWAAVC4CEBVQsAEhYqE+zmabIuKUqdu/7MTXjUwCAhIVE9eueidh5Ig6ebtKKPTcdw2MqFgAJC4nyXjoi4sBkPHEyZjMqFgCW15LJZFwFvo/34wAAIABJREFUqLHJy/Hdt+e/HmyP/b3R2tLgb3n0Uuw8kXuwqy1G+qNjrU8EAMszCgt1oHtdPN0z//Xxi3H/240/HmksFgAJC4n3 51/ JLbmJtIoFAAkLdSy1Jk/JNfwyBSoWAAkLCTZ5Oc/BnSfi8FkVCwASFuqyX5/+Tf5v7TvV+IttqVgAimRFAqh1vL7wcRw5v8LDmmGZAmsUACBhoa6l5+Jffxd/dybGC75nq2krtklWGQNAwkL9mkjHy2dWHnbNqxmGJFUsABIW6ite/+ZkEcOuKnaxvlS8eKcZBQBkuZ0LKi89F0+cjOGx1fZrRJybjh2jDb7YVt67u8bTRdzdNTUTQ2 81/ 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 114 nLcsL7UabXZNZSP/lP6FYAC68JCSo6MJvTr0Z1Vf9yqsIhBw+vKRf9W/QqAhIX0vHUx4ZGjel6UdGbuytJdGfL4bfoVAAkLKRmZSlj46WBnXffrE0Px6C8jP5ul67zYYLN+BZCwQNk5+O0F/bq/Y9G19+ukX09Oxth0/PCjzF9//QogYYGy/eOFOJOfd6Q7F9/YVu/9WufnqV8BkLBQLROXE7YweOXuOl2itWjNr+9nbSnZmbnozulXACQsrMwzw8VHDnbWaVQV9Wv/1ujYlLGr/eq5awPe+hVAwgKVGMoX72LQ3hR7WjPQr+1NSz3dX58GL11b80G/AkhYlwAq9INzxUeevL0efzW/cM+w+2/O2FKyE5dj72n9CoCEhZXJzyZsZFCHQ7CL7XmbrX69ui+XfgVAwkLlFi5H1b +17 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 /1/ 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 911 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 71+ 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 710 TP5eOtiJq/Vd3Ys84J/m1xRIu/v0K8AIGFZWX3+xRcqfJPO5dr32fcyOSO2deO8xF/oPz9Z0fvv2x6vdOtXAJCwlGNmLp5978qf25viL7dU+D4dm5Z5wdh09taILfj6rUt99EzeTQQAEpbVdfVx+Ih4eWXDgb0ty7zgwHD21oiNiNz6ZQZiR6bcRwAgYVktI1NXHieKiP0d0ZVb0bt9tX351xx8L5MXaumB2AsSFgAkLKtjZi4e/eWVP/e2xDe2rfQN/7Bl+dccH8/kc1259UstqTsqYQFAwrI6/frE0JUpBO1N8VxnCk8UtW4saUGDZ9/L5HSCPa2Lfujs79xQACBhWZV+PTl5pV9f7k5tR6hSFjQYm87kdIKe5kW3hPjN5+4pAJCwrGK/vrF7pVNgr/fnpa3JdXw8jo1n79I9vMXtAwASlpr2a0Q8eXvKK5Lm1i+/nVXBgeHsPcjfe3Py8RXuMQsASFhK7dfu3FLzOyv2aMmPhT36y4xtdnD3jW4iAJCw1K5fI+LpO6qyKVRXrtRdasem44mhLFVsbn3ydNi0ZhIDABKWpfo1IrZsqtaXe/qOUl95cjJePZelK3n/ze4mAJCw1Khfq6qnefmduq46PJKllWK/vNkNBQASltr162czVfy6B+4s48XfGorBS9m4nimu3gAASFjK69eIGMpX8Ut3bCp1aYKCvaez8Vz/jRsSDhqaBQAJy2r0a0S8PlbdEzhw56J7ASTqP5XV1alu3uB2AwAJS/X7NSJOTlY3GXPr47vlTCcYm85qxXaaXQAAEpZV6NeCZ4aru6bVA5vLm04wNh2P/aquK/ZC0nYMtza56QBAwrIq/RqrsqZVudMJzuTreix2dEHC9rZUZXldAEDCrhUTlxP6tbdlqaHQwyNxZLSKp5RbH4fuKu9TCjMK6nP72Xc+LT7yJ57lAoA1ZN3c3JyrkHK/9p+Ksekrf31qR/zllmsDhPnZePnDGDif/Ln7O2Lf9iqe22vn49DZsj/r6M7oaa6vi/zMcBwfn3dkYJeVtgBg7TAKW7V+7c7F67vjka3zfsGdWx/f2REDu5J/rV/tsdhHtpY3KbZg7+k4Nl5HFzk/W9yv3Tn9CgASlko9f/ZKv/a2xA//e3QssnlsVy4GdiVvnVXtin32i+VNii04MBxHRqv7zFnpfvpx8ZG/2ebWA4A1xUSCVBWe4vp1PgZ2RevGkl6c+MjXwc54sK1aJ1k01aF0vS3xUleNn5qamYuH3i4++Tfvi5z/GAMACctKGuuj6UXHXxe++NVzcXgk4UNVnYFaccW2N8XL3bX8rf1bF+NbQ/OOVHsCMQBQf4xdpW3DulL7tfDifdtjf0fCh/aejsFL1TrJ1o2LzsddWmGZgtfO1+w/D/7uw+KDX7/VTQcAEpZVV6uKfbm7koqNiENn47EzkZ9d7Qv1wgdxJj/vyFM7TCEAAAnLWqrYwlNllVXsycn42jvx1sXVu0THxosXI2tvir/c4t4BgDXIXNh6cmQ0S/NiC3pb4rnO5Z9dW6GhfPSfKj74+u4y5mwAAA3EKGw9yda82IKTk7FnMF47X8UltyYux+Nnig8+tUO/AsCaZRS2/iw2Fnuip4qDnUus8FWi9qZ48vb01wIbvBR7Txcf7G2JV7rdKQAgYan7im1vKmm52WrUc+m6c/HN2+KPWtJZPjbxfOpheVoAQMJSRxWbOOpZrsKI7B/fUvlyAROX45nhhFHhVbgCAICEJXsVu1g+VqCvLR7ZEvfcVMag6VA+fnAujo8nl7F+BQAkrIpd1LHxODCc2rv1tsRX2+Pe5ri1KSFn87MxcTl+cSn+/lzxyq/Xv8P3v2QVWABAwmbBa+fj0NnaVGyKw7GJSdq6MSYul/T+5r8CABI2YxLnp67ab9UHL8VT71a+cOzKPbUjHtnqLgAAJGzJJi7XxeTL2lbszFycmIgXPljtkG1vih/8N+u/AgASthyFqahV3RwrKxW7+iH71I74yy0mDwAAErb8fo16Wki/5hV79TQOj1ZrjmxE9G+Nx2/z5BYAIGEr7df2pvjJPXWUU4tV7KG7VnuoOD8bP/04/tfHi64hUK72pnh4S3z9VvEKAEjYMs3MxQsfxMD5K399fXfdzcVcbPeBWk14mLgcpz6Nf5uMExOVzDFob4o9rbGntbzlYwEACcu1fn1i6NqvyA92xoNt9Xie9Vax1+fs2HQM5ePNixERP/skIWrbm+L+m6PnpmjZGH/YYqsCAEDCptev9TMFNlsVCwAgYWvTr/U2BVbFAgD8f56bSerXiLj/5gw8VNTTHEd3JhzfezoGL/lXBQAk7Frq1wxZomLfuujfFgCQsPo1UxX7raE4MuoWBwAk7Jrp1y/ekLGKfWpHwvHDI3Fs3F0OAEjYNdCvEfHjCzGTqQfdHtka+zsSjh8YNi8WAJCwa6BfI2JsOk5MZOyb2rc9uWI93QUANJY1uahWfja+/euS5r+e6MnewvtXt8ZtgO8FACDJ2huFnbgcX3un1Oe3nhnO2HSCWHwstv9UTFx2xwMAEjaD/dp/KmHL08WcnIwXPsjet5lYsWPT8divslfkAABrOmHL7deCgfOZXJoqsWLP5OOJIRULAEjYhu7XgowuTbVve/S2FB88ORmvnnPfAwAStqH7tSCjS1O91JVQsYdHbNwFAGTaGliRYOX9etXRndHTnLFvf7Hlw17fHR2b/AAAABK27vu1tyW+2h73NkdEXJiKw6Nlby2bxYpNjPj2pnhjd2xY52cAAJCwdZxu+zviG9uKo23wUnzv/TiTb/yK3TNYfLCvLZ7r9DMAAEjYupGfja+9c61fX+yKBzYnv3JmLl74IAbON3jFDl6KvaeLDx7sjAfb/BgAANnSuI9zbVoXbRsjItqb4vXdi/ZrRGxYF9/ZEQfLGY/M4patPc0Jy2wdGLbfAQAgYevAxOU4Mhob1sUrd0dvS/zknpKeW3qwLY7ubPCK/ca2hAUKnj/rxwAAyJaGm0hwdf5rZb8iT/xt+xIyN6Mg8dGuJWZZAADUn8Yahc3PXuuzv69oAf+e5gYfi23dGN+9s/jgs+/5SQAAJGwtzMzFt399bXzxm7dV+D4NX7EPbC6eTjA2ncmNGwAACZv5fr1+Af/2pvijlsrfreEr9sCCgdjDo34YAAAJW7t+jYi921a6aH9jV2zHpuLVCU5OWp ... src="data:image/png;base64,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 +18 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 015 H2siAQBAVVR0RsGxC/HoRCk/2NUW++64drJpteVdI+zowFJXxigsAEBVVHQsdvvG/AsgrOjcdOw8ET89VctJBbOZ+MGvcw8e2rZM2UtYAICGqNhdW0qs2IgYORv3v12zlQr2TMS56auO7O5efmDYRAIAgOqq6IyCxZuHlWCoM364tXqbeM1m4qUzuSe8uzt2bVn+5yQsAICKjdyIfPCmSFX4z/XpuXj8vdxbuAroVwkLAKBiaxGyo5di7/t55g8U0K8SFgBAxa4Ust/fVM6pBZOX44WP82zHUHC/SlgAgMat2JJX2rpWXyr+j5vjz79S+qDsbCbe+TwOf5p/L7Fi+lXCAgA0dMVOpOOR8dy /16 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 918 VRfu2hL/qSsen4jxdM0qNj2X/7hZBNQTEwkAoCrSc/Hgrxb69fne2LUlz7hm97p45Rsx1FnEM5d3RsGnl/Mc7EvFwAa/QyQsADSZ1Jr4zh8GMg9ti+1Lr13V2hLP9MTu7tpU7Ol8Cfuj2/wCqSsmEgBAtWT/3D94Y0Ejmru2xOCNsfNEERUb5ZhR8MaF3COGYKk/ducCgDo2eqmIio1V792Vd4PZQ9skLPXGRAIAqGMDG+LQtiIev8oZBf/023zPeToOn42J9JJ3ekHVGYUFgIrJ1uTq/7hfnbHY2Uzc/3acm17uMX2p+E5H9N8Q/eujw3REJCwANF6/ZuenDnXGj7+62kVVq1Cxr5+PJ08W9yNDnXHvxuhNRc/1Vo1FwgJAo/Rr1mB77O9dbeRNpOOR8RVGSUuu2KmZ2DG6qtMzQIuEBYDG6dcrFftMz2rbbmomhsfKX7Hl2vP2iq62+PaNce/GuGdD3NRWwQHabNbvu8MNZxIWACh3v14Ju5H+eqzYw2dj36kKXpPB9viLjbHthrjzhiU3sC3B4tO2bIKEBQDK369XKvblr0f3ujqq2GJn2a5Sdr7B4I2rytnJy1dtw1uW/zZAwgKAfl3O6ocMy1WxE+kYHqvZFSs2Z9Nz8YvP4rXzceT8Vf9VoF8lLABQtNlMPPXBVV2ViIot9hkqKjt9dmB93HJd9KRyv3syHf/tbJ7ZuvpVwgIAJfZrafdC7d0aD2yuWcXm/dnhzRERR6fqpWtXrF79KmEBgOr167VNWc2KTc/F997J/amcwB37PMZ+H/88tTDlVL8iYQGg8fu1LxV3pCIiBtbHhdn8Obi7Ox66eVXLTpVQsR98kTvtYZmYTs/Fu7+PE8llPBEAACAASURBVL+Pf7lQzoW39CsSFgDqq18H22P3ljyzXWczcfKLePnMVQW5+o0PVjmrtfDB4NlMfDIdb12KNy4UN/dXvyJhAaB++7UvFc/2rrxs1uTleOHjhQqsVcV2tcVTt8f2jaW/6Njn8T8uxv/8rErzDfQrEhYAytyvxc4KGL0Ue9+f786+VLx456rirISKfb639H7NkZ6Lj7+MX3xWwfkG+hUJCwDl7NeutnihL3pTpXTnw+/GeLp+9+4qzeTleOtSvPN52dY30K9IWAAoZ79GxNGB0utqNhMvnVntTV11WLGLT+nDL+L4Z6Wvb6BfkbAAUOZ+Xf0+BeWVnovH3yvir/lVqNjFl/HkFzGRLuKGMP2KhAWABu/XFU+45hW72IrzDfQrEhYAypyDtSq/RqrYK67dT0G/ImEBoIn6NaEVe0V2P4XbrtevSFgAaKZ+TXrFwtLWuAQA0LD9GhGtLbG/NwbbC338gck4eNovHwkLAI3VrxHx/U1Jei/Ziu0reM1aFYuEBYBG69eIGB6LqZmEVeyLd0ZXm4pFwgJAU/ZrRJybTl7FdqyNkX4Vi4QFgKbsVxULEhYAktevKhYkLAAkr19VLEhYAEhev6pYkLAAkLx+VbEgYQGgjvp1d3fs7laxKhYJCwDJ6dddW2LXFhWrYpGwAJCcfs1SsSoWCQsASepXFVuWik3PxWzGhw4JCwDV6lcVu8qKnZqJ770TeyZULGXUksn4PAGgX5ft1ysOno4Dk4W+UFdbjPRHx9okXZypmRgei3PThT5+sD3290ZrS0FPONQZz/T4ACJhAaB4D4+X2K8qdqn3+PLXo3tdnm8duxCPTiT4UlDHTCQAoJkcPL2qfo3mmFGw744iHn9uOr77dhw+e9U8gdlMPHFSv1I5RmEBaKZ+zTuAuuJfw6/1xMk4cr7QBycx4EYvxc4Txf1IV1vs6IipmXjzs6sGcfUrEhYAat+vUfyGXk1SsY3xxkkCEwkAaOJ+7WqLZ79WdL9GRGtL7O+NwfZCH39uOp44mbBb8gc2xKFt+hUJCwD11K8R8UJfpEr9n8JiK/b4xeQtLLWaitWvSFgAKH+/7u6O3tSqnlzF6lckLABUr18jov+GMrxEk1Rs4Ysw6FckLACULj0Xf//pcg/oSZXnhZqhYndtiaFO/YqEBYAKS62Jkf7lHnBTW9leqxkq9snbV95+Vr8iYQFgtTrWLjeP8+JsOV+r4Ss2tSYeu1W/ImEBoPKWuRspPVfm12r4ir2vU78iYQGgphX71qXyv1YzzCjQr0hYAKhSxT7fm3vw1JcVea1mq1j9ioQFgErZvjF3Zai//7RS4dg8FatfkbAAUFm7tlxVseem498vVuq1GrJip2b0KxIWAKruoZuvysq//biCr9V4FfvESf2KhAWAqsvJyvF0jF6q3sslumJfPx/HL+pX6kRLJpNxFQBoLum5+N47cW56vsZeuztaWyr4crOZ2DOx0H8rGmyP/b2VPaViTc3EjlH9Sv0wCgtA88lu3JXda+rcdDz3UWVfLuljsVMzMTymX5GwAFBrHWvjhb75r0fOxrELKja/9FwMjy2MWOtXJCwA1FJvamHLg0cncm+3r1DFZod+C6/Ymkutie9v0q9IWACoGwMb4umeiIjB9mhvrfjLtbYsTGAosGIPnq79Vdq1JfZu1a/UFbdzAdD0Dp+NHZ3V67Ps1NLsn+YLsbs7dm3xWwIJCwA1pWJhdUwkAICq61hb3IyCA5N1MaMAJCwAqFgVCxIWAFQsSFgAQMWChAUAVCxIWABQsSBhAQAVCxIWAFCxUC4tDfZ+7NQAQLLZ9QAKYBQWgLpJt4fHY2qm2a+DsVgogA1mAagDs5l48Fcxno6uthjpj461gr64sdihzvjxV6O1pdAnz7YyJJZRWADqoF/3TMR4OiLi3HQMj8Xk5Wa/JsWOxR45H3smYraAYalsHA+PGfAm0YzCAlAH/Xr8Yu7xQ9tiYEOzX5xix2L7UvHincsNry5+wr5U/KzfB5CEMgoLQP31a0TsPBGjl5r9+hQ7FjuejuGxOHYh/3ePXYgdo/P92tUWL97pA0hyGYUFoP769Yq9W+OBzc1+oYodi42Ioc545JboXjf/z/RcvPBxjJyd/6cJx0hYAKhUv2ZZNKq0io2IwfboWBtHzl91UL8iYQGgsv16pWIfurnQ2+1V7DL0KxIWAKrRr1mD7bG/V8WuqmL1Kw3E7VwA1H2/RsTxi4UuGtXAir27S7/SuIzCAlBP/ZqdvhkRb36WZ7hRh0VJY7GuGxIWAMrfr32p+NFtcdf6q6YKTM3E0fPxj7+d3/VAjS2+MjtG9SsSFgBq1K9dbfHy1xeWf8pr9FL85MOFkO1qi 313 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 912 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 +12 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 +13 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 /12 3 mwmPpmOk+n4+MsY/Tze/GxhA14VCyBhgeat2GR1XglRq2IBJCygYhMWtbu7Y9cWv3kACQuo2CRE7djvY2NrPLDZ7xxAwgIqFgAKtcYlAMpjYEMc2pbn+M4TMXrJ5QFAwgIqFgAJC6BiAZCwgIpVsQBIWEDFAoCEBVQsABIWQMUCIGEBFQsAEhZQsQBIWAAVC4CEBVQsAEhYqE+zmabIuKUqdu/7MTXjUwCAhIVE9eueidh5Ig6ebtKKPTcdw2MqFgAJC4nyXjoi4sBkPHEyZjMqFgCW15LJZFwFvo/34wAAIABJREFUqLHJy/Hdt+e/HmyP/b3R2tLgb3n0Uuw8kXuwqy1G+qNjrU8EAMszCgt1oHtdPN0z//Xxi3H/240/HmksFgAJC4n3 51/ JLbmJtIoFAAkLdSy1Jk/JNfwyBSoWAAkLCTZ5Oc/BnSfi8FkVCwASFuqyX5/+Tf5v7TvV+IttqVgAimRFAqh1vL7wcRw5v8LDmmGZAmsUACBhoa6l5+Jffxd/dybGC75nq2krtklWGQNAwkL9mkjHy2dWHnbNqxmGJFUsABIW6ite/+ZkEcOuKnaxvlS8eKcZBQBkuZ0LKi89F0+cjOGx1fZrRJybjh2jDb7YVt67u8bTRdzdNTUTQ2 81/ 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 114 nLcsL7UabXZNZSP/lP6FYAC68JCSo6MJvTr0Z1Vf9yqsIhBw+vKRf9W/QqAhIX0vHUx4ZGjel6UdGbuytJdGfL4bfoVAAkLKRmZSlj46WBnXffrE0Px6C8jP5ul67zYYLN+BZCwQNk5+O0F/bq/Y9G19+ukX09Oxth0/PCjzF9//QogYYGy/eOFOJOfd6Q7F9/YVu/9WufnqV8BkLBQLROXE7YweOXuOl2itWjNr+9nbSnZmbnozulXACQsrMwzw8VHDnbWaVQV9Wv/1ujYlLGr/eq5awPe+hVAwgKVGMoX72LQ3hR7WjPQr+1NSz3dX58GL11b80G/AkhYlwAq9INzxUeevL0efzW/cM+w+2/O2FKyE5dj72n9CoCEhZXJzyZsZFCHQ7CL7XmbrX69ui+XfgVAwkLlFi5H1b +17 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 /1/ 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 911 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 71+ 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 710 TP5eOtiJq/Vd3Ys84J/m1xRIu/v0K8AIGFZWX3+xRcqfJPO5dr32fcyOSO2deO8xF/oPz9Z0fvv2x6vdOtXAJCwlGNmLp5978qf25viL7dU+D4dm5Z5wdh09taILfj6rUt99EzeTQQAEpbVdfVx+Ih4eWXDgb0ty7zgwHD21oiNiNz6ZQZiR6bcRwAgYVktI1NXHieKiP0d0ZVb0bt9tX351xx8L5MXaumB2AsSFgAkLKtjZi4e/eWVP/e2xDe2rfQN/7Bl+dccH8/kc1259UstqTsqYQFAwrI6/frE0JUpBO1N8VxnCk8UtW4saUGDZ9/L5HSCPa2Lfujs79xQACBhWZV+PTl5pV9f7k5tR6hSFjQYm87kdIKe5kW3hPjN5+4pAJCwrGK/vrF7pVNgr/fnpa3JdXw8jo1n79I9vMXtAwASlpr2a0Q8eXvKK5Lm1i+/nVXBgeHsPcjfe3Py8RXuMQsASFhK7dfu3FLzOyv2aMmPhT36y4xtdnD3jW4iAJCw1K5fI+LpO6qyKVRXrtRdasem44mhLFVsbn3ydNi0ZhIDABKWpfo1IrZsqtaXe/qOUl95cjJePZelK3n/ze4mAJCw1Khfq6qnefmduq46PJKllWK/vNkNBQASltr162czVfy6B+4s48XfGorBS9m4nimu3gAASFjK69eIGMpX8Ut3bCp1aYKCvaez8Vz/jRsSDhqaBQAJy2r0a0S8PlbdEzhw56J7ASTqP5XV1alu3uB2AwAJS/X7NSJOTlY3GXPr47vlTCcYm85qxXaaXQAAEpZV6NeCZ4aru6bVA5vLm04wNh2P/aquK/ZC0nYMtza56QBAwrIq/RqrsqZVudMJzuTreix2dEHC9rZUZXldAEDCrhUTlxP6tbdlqaHQwyNxZLSKp5RbH4fuKu9TCjMK6nP72Xc+LT7yJ57lAoA1ZN3c3JyrkHK/9p+Ksekrf31qR/zllmsDhPnZePnDGDif/Ln7O2Lf9iqe22vn49DZsj/r6M7oaa6vi/zMcBwfn3dkYJeVtgBg7TAKW7V+7c7F67vjka3zfsGdWx/f2REDu5J/rV/tsdhHtpY3KbZg7+k4Nl5HFzk/W9yv3Tn9CgASlko9f/ZKv/a2xA//e3QssnlsVy4GdiVvnVXtin32i+VNii04MBxHRqv7zFnpfvpx8ZG/2ebWA4A1xUSCVBWe4vp1PgZ2RevGkl6c+MjXwc54sK1aJ1k01aF0vS3xUleNn5qamYuH3i4++Tfvi5z/GAMACctKGuuj6UXHXxe++NVzcXgk4UNVnYFaccW2N8XL3bX8rf1bF+NbQ/OOVHsCMQBQf4xdpW3DulL7tfDifdtjf0fCh/aejsFL1TrJ1o2LzsddWmGZgtfO1+w/D/7uw+KDX7/VTQcAEpZVV6uKfbm7koqNiENn47EzkZ9d7Qv1wgdxJj/vyFM7TCEAAAnLWqrYwlNllVXsycn42jvx1sXVu0THxosXI2tvir/c4t4BgDXIXNh6cmQ0S/NiC3pb4rnO5Z9dW6GhfPSfKj74+u4y5mwAAA3EKGw9yda82IKTk7FnMF47X8UltyYux+Nnig8+tUO/AsCaZRS2/iw2Fnuip4qDnUus8FWi9qZ48vb01wIbvBR7Txcf7G2JV7rdKQAgYan7im1vKmm52WrUc+m6c/HN2+KPWtJZPjbxfOpheVoAQMJSRxWbOOpZrsKI7B/fUvlyAROX45nhhFHhVbgCAICEJXsVu1g+VqCvLR7ZEvfcVMag6VA+fnAujo8nl7F+BQAkrIpd1LHxODCc2rv1tsRX2+Pe5ri1KSFn87MxcTl+cSn+/lzxyq/Xv8P3v2QVWABAwmbBa+fj0NnaVGyKw7GJSdq6MSYul/T+5r8CABI2YxLnp67ab9UHL8VT71a+cOzKPbUjHtnqLgAAJGzJJi7XxeTL2lbszFycmIgXPljtkG1vih/8N+u/AgASthyFqahV3RwrKxW7+iH71I74yy0mDwAAErb8fo16Wki/5hV79TQOj1ZrjmxE9G+Nx2/z5BYAIGEr7df2pvjJPXWUU4tV7KG7VnuoOD8bP/04/tfHi64hUK72pnh4S3z9VvEKAEjYMs3MxQsfxMD5K399fXfdzcVcbPeBWk14mLgcpz6Nf5uMExOVzDFob4o9rbGntbzlYwEACcu1fn1i6NqvyA92xoNt9Xie9Vax1+fs2HQM5ePNixERP/skIWrbm+L+m6PnpmjZGH/YYqsCAEDCptev9TMFNlsVCwAgYWvTr/U2BVbFAgD8f56bSerXiLj/5gw8VNTTHEd3JhzfezoGL/lXBQAk7Frq1wxZomLfuujfFgCQsPo1UxX7raE4MuoWBwAk7Jrp1y/ekLGKfWpHwvHDI3Fs3F0OAEjYNdCvEfHjCzGTqQfdHtka+zsSjh8YNi8WAJCwa6BfI2JsOk5MZOyb2rc9uWI93QUANJY1uahWfja+/euS5r+e6MnewvtXt8ZtgO8FACDJ2huFnbgcX3un1Oe3nhnO2HSCWHwstv9UTFx2xwMAEjaD/dp/KmHL08WcnIwXPsjet5lYsWPT8divslfkAABrOmHL7deCgfOZXJoqsWLP5OOJIRULAEjYhu7XgowuTbVve/S2FB88ORmvnnPfAwAStqH7tSCjS1O91JVQsYdHbNwFAGTaGliRYOX9etXRndHTnLFvf7Hlw17fHR2b/AAAABK27vu1tyW+2h73NkdEXJiKw6Nlby2bxYpNjPj2pnhjd2xY52cAAJCwdZxu+zviG9uKo23wUnzv/TiTb/yK3TNYfLCvLZ7r9DMAAEjYupGfja+9c61fX+yKBzYnv3JmLl74IAbON3jFDl6KvaeLDx7sjAfb/BgAANnSuI9zbVoXbRsjItqb4vXdi/ZrRGxYF9/ZEQfLGY/M4patPc0Jy2wdGLbfAQAgYevAxOU4Mhob1sUrd0dvS/zknpKeW3qwLY7ubPCK/ca2hAUKnj/rxwAAyJaGm0hwdf5rZb8iT/xt+xIyN6Mg8dGuJWZZAADUn8Yahc3PXuuzv69oAf+e5gYfi23dGN+9s/jgs+/5SQAAJGwtzMzFt399bXzxm7dV+D4NX7EPbC6eTjA2ncmNGwAACZv5fr1+Af/2pvijlsrfreEr9sCCgdjDo34YAAAJW7t+jYi921a6aH9jV2zHpuLVCU5OWp ... src="data:image/png;base64,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 +18 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 015 H2siAQBAVVR0RsGxC/HoRCk/2NUW++64drJpteVdI+zowFJXxigsAEBVVHQsdvvG/AsgrOjcdOw8ET89VctJBbOZ+MGvcw8e2rZM2UtYAICGqNhdW0qs2IgYORv3v12zlQr2TMS56auO7O5efmDYRAIAgOqq6IyCxZuHlWCoM364tXqbeM1m4qUzuSe8uzt2bVn+5yQsAICKjdyIfPCmSFX4z/XpuXj8vdxbuAroVwkLAKBiaxGyo5di7/t55g8U0K8SFgBAxa4Ust/fVM6pBZOX44WP82zHUHC/SlgAgMat2JJX2rpWXyr+j5vjz79S+qDsbCbe+TwOf5p/L7Fi+lXCAgA0dMVOpOOR8dy /16 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 918 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 313 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 912 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 +12 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 +13 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 /12 3 mwmPpmOk+n4+MsY/Tze/GxhA14VCyBhgeat2GR1XglRq2IBJCygYhMWtbu7Y9cWv3kACQuo2CRE7djvY2NrPLDZ7xxAwgIqFgAKtcYlAMpjYEMc2pbn+M4TMXrJ5QFAwgIqFgAJC6BiAZCwgIpVsQBIWEDFAoCEBVQsABIWQMUCIGEBFQsAEhZQsQBIWAAVC4CEBVQsAEhYqE+zmabIuKUqdu/7MTXjUwCAhIVE9eueidh5Ig6ebtKKPTcdw2MqFgAJC4nyXjoi4sBkPHEyZjMqFgCW15LJZFwFvo/34wAAIABJREFUqLHJy/Hdt+e/HmyP/b3R2tLgb3n0Uuw8kXuwqy1G+qNjrU8EAMszCgt1oHtdPN0z//Xxi3H/240/HmksFgAJC4n3 51/ JLbmJtIoFAAkLdSy1Jk/JNfwyBSoWAAkLCTZ5Oc/BnSfi8FkVCwASFuqyX5/+Tf5v7TvV+IttqVgAimRFAqh1vL7wcRw5v8LDmmGZAmsUACBhoa6l5+Jffxd/dybGC75nq2krtklWGQNAwkL9mkjHy2dWHnbNqxmGJFUsABIW6ite/+ZkEcOuKnaxvlS8eKcZBQBkuZ0LKi89F0+cjOGx1fZrRJybjh2jDb7YVt67u8bTRdzdNTUTQ2 81/ 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 114 nLcsL7UabXZNZSP/lP6FYAC68JCSo6MJvTr0Z1Vf9yqsIhBw+vKRf9W/QqAhIX0vHUx4ZGjel6UdGbuytJdGfL4bfoVAAkLKRmZSlj46WBnXffrE0Px6C8jP5ul67zYYLN+BZCwQNk5+O0F/bq/Y9G19+ukX09Oxth0/PCjzF9//QogYYGy/eOFOJOfd6Q7F9/YVu/9WufnqV8BkLBQLROXE7YweOXuOl2itWjNr+9nbSnZmbnozulXACQsrMwzw8VHDnbWaVQV9Wv/1ujYlLGr/eq5awPe+hVAwgKVGMoX72LQ3hR7WjPQr+1NSz3dX58GL11b80G/AkhYlwAq9INzxUeevL0efzW/cM+w+2/O2FKyE5dj72n9CoCEhZXJzyZsZFCHQ7CL7XmbrX69ui+XfgVAwkLlFi5H1b +17 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 /1/ 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 911 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 71+ 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 710 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...
  • 38
  • 216
  • 0
Giáo án Giải tích 12 nâng cao chương 2+3

Giáo án Giải tích 12 nâng cao chương 2+3

... )4()4(4322202302=−+−=−=∫∫∫dxxdxxdxxSXY" -3 -2 -1 1 2 3 -5 -4 -3 -2 -1 1 234xy4. CỦNG CỐ, BÀI TẬP VỀ NHÀ:+ Cho hs cả lớp tham khảo ví dụ 1 / 16 3 / sgk+ Muốn áp dụng công thức (3) thì ... 0)(,2;0 ≥xfπ Trên 0)(,;2≤xfππ -3 -2 -1 1 2 3 -5 -4 -3 -2 -1 1 234xyCho hs nghiên cứu. Gọi 1hs lên bảng trình bày bàigiải. Sau khi hs trình xong, cho hs ... = a, x = b có diện tích là: dxxfSba∫= )(Đồ thị: -3 -2 -1 1 2 3 -5 -4 -3 -2 -1 1 234xyCho hs cả lớp nghiên cứu đề bài: Gọi 1 hs đứng tại chỗ nêu cách tính S. Tính (4) bằng cách...
  • 44
  • 3,227
  • 11
Tài liệu Ôn tập vật lý 10 nâng cao - chương 1: Động học chất điểm pdf

Tài liệu Ôn tập vật lý 10 nâng cao - chương 1: Động học chất điểm pdf

... 9∆x(m) 10 10 10 10 10 10 10 10 10 ∆t(s)8 8 10 10 12 12 12 14 14 A. Vận tốc trung bình trên đoạn đường 10 m lần thứ 1 1, 25m/s.B. Vận tốc trung bình trên đoạn đường 10 m lần thứ 3 là 1, 00m/s. ... làA. ωh/ωmin = 1 /12 ; vh/vmin = 1/ 16. B. ωh/ωmin = 12 / 1; vh/vmin = 16 /1. C. ωh/ωmin = 1 /12 ; vh/vmin = 1/ 9. D. ωh/ωmin = 12 / 1; vh/vmin = 9 /1. Câu 52: Vệ tinh nhân ... 4 ,19 .10 -3 Hz. B. ω = 0,26rad/s; f = 238,6s; T = 4 ,19 .10 -3 Hz.C. ω = 1, 18 .10 -3 rad/s; f = 5329s; T = 1, 88 .10 -4 Hz. D. ω = 1, 18 .10 -3 rad/s; T = 5329s; f = 1, 88 .10 -4 Hz.Câu 53: Chọn câu saiTrong chuyển...
  • 6
  • 5,196
  • 109
Giáo án vật lý 10-Chương 1: Động lực học vật rắn docx

Giáo án vật lý 10-Chương 1: Động lực học vật rắn docx

... Định Giáo án Vật 12 Nâng Cao 1 Chương I. ĐỘNG LỰC HỌC VẬT RẮN MỤC TIÊU - Hiểu được khái niệm vật rắn và chuyển động của một vật rắn. - Biết cách xác định vị trí của vật rắn ... Định Giáo án Vật 12 Nâng Cao 16 - Vẽ đúng lực tác dụng vào vật của hệ. Chọn chiều dương. (0.25) - Viết đúng phương trình ĐLH cho mỗi vật. Vật 1: m 1 g – T 1 = m 1 a (1) (0,5) Vật 2: ... Trực –Nam Định Giáo án Vật 12 Nâng Cao 49 Tiết 30. Ngày soạn: 1 7 -1 0-2 008. Bài 18 . HIỆU ỨNG ĐÔP-LE I. Mục tiêu: - Nhận biết được thế nào là hiệu ứng Đôp-le. - Giải thích được...
  • 171
  • 516
  • 1
Tài liệu Chương 1: Động lực học vật rắn doc

Tài liệu Chương 1: Động lực học vật rắn doc

... 6,022 .10 23 mol -1 Đơn vị năng lượng: 1eV = 1, 6 .10 -1 9 J; 1MeV = 1, 6 .10 -1 3 JĐơn vị khối lượng nguyên tử (đơn vị Cacbon): 1u = 1, 66055 .10 -2 7kg = 9 31 MeV/c2Điện tích nguyên tố: |e| = 1, 6 .10 -1 9 ... kỳ của lực cưỡng bức và của hệ dao động. ThS. Lê Hải Sơn – 0 913 .566.569 15 Tóm tắt Vật 12 CHƯƠNG 1. ĐỘNG LỰC HỌC VẬT RẮN 1. Toạ độ gócTọa độ góc là toạ độ xác định vị trí của một vật rắn quay ... diện nhỏ: 2 1 12 I ml=o Vật rắn là vành tròn hoặc trụ rỗng bán kính R: I = mR2o Vật rắn là đĩa tròn mỏng hoặc hình trụ đặc bán kính R: 2 1 2I mR=o Vật rắn là khối cầu đặc bán kính R: 225I...
  • 37
  • 586
  • 1
giáo án vật lí 12 nâng cao

giáo án vật 12 nâng cao

... Thiệp 21 Giáo án : Vật nâng cao 12 Tr ờng THPT Lê Lợi Giáo án : Vật 12 nâng cao Chơng I - động lực học vật rắn Bài 1 . Chuyển động của vật rắn quay quanh một trục cố địnhA. Mục tiêu bài học: ã ... nào là momen quán tính. Giáo viên : Lê Thị Thiệp8 Giáo án : Vật nâng cao 12 Tr ờng THPT Lê Lợi A. = 12 0 rad/s; B. = 15 0 rad/s; C. = 17 5 rad/s; D. = 18 0 rad/s.P13. Trên mặt phẳng ... Nhận xét bạn. - Tình hình học sinh. - Yêu cầu: trả lời về cách tìm phơng trình dao động của vật. - Kiểm tra miệng, 1 đến 2 em. Giáo viên : Lê Thị Thiệp27 Giáo án : Vật nâng cao 12 Tr ờng...
  • 171
  • 1,166
  • 5

Xem thêm

Từ khóa: bài tập vật lí 12 nâng cao chương 1giải bài tập vật lí 12 nâng cao chương 1hướng dẫn giải bài tập vật lí 12 nâng cao chương 1giáo án đại số 10 nâng cao chương 1giáo án ngữ văn 12 nâng cao tập 1giáo án soạn văn 12 nâng cao kì 1đề trắc nghiệm vật lí 12 nâng cao chương 2 3giáo án đại số 12 nâng cao bài 6 chương 3giáo án địa lý 12 nâng caobài tập vật lí 10 nâng cao chương 1giáo án giải tích 12 nâng cao 3 cộtgiáo án giải tích 12 nâng cao học kì 2giáo án giải tích 12 nâng cao trọn bộgiáo án giải tích 12 nâng caogiáo án đại số 10 nâng cao chương 4Nghiên cứu sự hình thành lớp bảo vệ và khả năng chống ăn mòn của thép bền thời tiết trong điều kiện khí hậu nhiệt đới việt namNghiên cứu tổ chức pha chế, đánh giá chất lượng thuốc tiêm truyền trong điều kiện dã ngoạiGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitĐỒ ÁN NGHIÊN CỨU CÔNG NGHỆ KẾT NỐI VÔ TUYẾN CỰ LY XA, CÔNG SUẤT THẤP LPWANNGHIÊN CỨU CÔNG NGHỆ KẾT NỐI VÔ TUYẾN CỰ LY XA, CÔNG SUẤT THẤP LPWAN SLIDEQuản lý hoạt động học tập của học sinh theo hướng phát triển kỹ năng học tập hợp tác tại các trường phổ thông dân tộc bán trú huyện ba chẽ, tỉnh quảng ninhPhát triển du lịch bền vững trên cơ sở bảo vệ môi trường tự nhiên vịnh hạ longNghiên cứu khả năng đo năng lượng điện bằng hệ thu thập dữ liệu 16 kênh DEWE 5000Tìm hiểu công cụ đánh giá hệ thống đảm bảo an toàn hệ thống thông tinChuong 2 nhận dạng rui roTranh tụng tại phiên tòa hình sự sơ thẩm theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn xét xử của các Tòa án quân sự Quân khu (Luận văn thạc sĩ)Giáo án Sinh học 11 bài 15: Tiêu hóa ở động vậtGiáo án Sinh học 11 bài 15: Tiêu hóa ở động vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtMÔN TRUYỀN THÔNG MARKETING TÍCH HỢPTÁI CHẾ NHỰA VÀ QUẢN LÝ CHẤT THẢI Ở HOA KỲQUẢN LÝ VÀ TÁI CHẾ NHỰA Ở HOA KỲ