Sự phản xạ ánh sáng - Bài tập nâng cao

Home Lớp 7 Khoa học tự nhiên 7 - Sách kết nối tri thức Bài 16: Sự phản xạ ánh sángBài tập nâng cao

{"common":{"save":0,"post_id":"6336","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"9943","post_id":"6336","mon_id":"1158739","chapter_id":"1158831","question":"Trong các hình sau, hình nào bi\u1ec3u di\u1ec5n \u0111úng \u0111\u1ecbnh lu\u1eadt ph\u1ea3n x\u1ea1 ánh sáng?<\/p>","options":["A. <svg height=\"148\" width=\"192\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\n<title><\/title>\n<rect fill=\"#fff\" height=\"150\" id=\"canvas_background\" width=\"194\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>\n<title><\/title>\n<image height=\"148\" id=\"svg_1\" width=\"192\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span>","B.<svg height=\"169\" width=\"202\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\n<title><\/title>\n<rect fill=\"#fff\" height=\"171\" id=\"canvas_background\" width=\"204\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>\n<title><\/title>\n<image height=\"169\" id=\"svg_1\" width=\"202\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span>","C.<svg height=\"215\" width=\"189\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\n<title><\/title>\n<rect fill=\"#fff\" height=\"217\" id=\"canvas_background\" width=\"191\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>\n<title><\/title>\n<image height=\"215\" id=\"svg_1\" width=\"189\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span>","D.<svg height=\"151\" width=\"214\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\n<title><\/title>\n<rect fill=\"#fff\" height=\"153\" id=\"canvas_background\" width=\"216\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>\n<title><\/title>\n<image height=\"151\" id=\"svg_1\" width=\"214\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span>"],"correct":"4","level":"3","hint":"\u0110\u1ecbnh lu\u1eadt ph\u1ea3n x\u1ea1 ánh sáng: - Tia ph\u1ea3n x\u1ea1 n\u1eb1m trong m\u1eb7t ph\u1eb3ng t\u1edbi.  - Góc ph\u1ea3n x\u1ea1 b\u1eb1ng góc t\u1edbi. <\/p>","answer":"A sai vì góc t\u1edbi không b\u1eb1ng góc ph\u1ea3n x\u1ea1. B, C sai vì tia t\u1edbi và tia ph\u1ea3n x\u1ea1 không n\u1eb1m cùng m\u1eb7t ph\u1eb3ng t\u1edbi. \u0110áp án \u0111úng: D  <svg height=\"151\" width=\"214\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"153\" id=\"canvas_background\" width=\"216\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"151\" id=\"svg_1\" width=\"214\" x=\"0\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAANYAAACXCAMAAABeOVXVAAACnVBMVEX\/\/\/\/\/\/\/7+\/v7+\/vz9\/fz8+\/vu7evp6OX6+fj7+vrj4uDa2ddwcGvh4N7b29i\/v7tbWlVUU07l5OPY19XIx8TCwr+VlZF9fHhKSEP39vTX1tTJyca9vbqurapzc29zcWxubmo\/PTj39\/b08\/Hx8e7d3NrR0M3NzMq2tbKHh4OAf3t\/fnl5eHNkZGBdXFf19fLe3tvS0c\/Pzst2dG\/w7+3k4+HT09DAwL68u7mwr6yop6SMi4dqamZqaGRpaGRVVVFRUUxHRkFGRD74+PfV1NLGxcOzsq+amZSEhH97enZua2VramRnZ2NXVk9BQDr9\/fvm5uXMy8jEw8C6ubaUk4+SkY53dnFnZmFgXVlYVlJPTkpST0j\/\/v78+\/jt7Orq6ujm5uKdnJmcm5eYl5OKiYSIhoGGhYB4d3Rsa2dnZWH\/\/\/zs6+i4trSgn5uOjouNjYlhYFtMSkb19fTp6OfFxMGysa6xsKmsq6d5eXZ7d3J1dXJDQj07OTI4NjI0My4xLykuLCcnJSDOzcjHxsPJyMK\/vbq1s7CQj4yDgX6FgXppZV9jYl1dXFpeXFNZWVNVUU3x8fDLyca9ureqqaalpKCioZ2BgHx6d25xbmltbGllYl5iYV1fXlxjYFg9OTU0MisrKCMiIBrHxcDDwLy7ubO2trOvraaqp6KnpqGamZegnZaZlo+QjYh9e3VxcW5hXVZVUUhNTEc9PDfy8u\/f393Rz8m3ta+sqaWkoZqTkIl9eXJKR0BFQDk3NS7Z2NLHx8bEw7zBvre4uLS0sayenpuWlZSWlIyJiYZ1c2xlYFtaVlNBPTMaGRLu7u3z8ezPzs2npJ2MiICAfHdtaWBaVk5RTEhOS0D4+Pb6+fX29O7Bv7t0bWQTEQsBAQBUT0PZAfYfAAAQAElEQVR42uzY+VOMARzH8ffTs7tdUylnrpRSchQdbjoQm0TIkZLInVvklhxFgxy5EpWiMuUoSYwYjYRx3\/wtZhppt7a1z3bsY8brL\/h+5jPf7w9f\/vvvv\/\/aUXkZpqOk7fhaONKo8OdqTGX1t1W0lYf3Cu550ai0BlN5V0VbUX08uMWpkkbVQZhITlU+beVENhCBhvNxdDBBAHiVloqWcIznd3aQF1pSorxoNSFalBqrKOoLCNSrLnobn1pIK\/jfOFuBpvC0N7RCWUkNKK7dMEeaV3WbQXGbeiFDE78W1A6jFSyulmi3n1dqjtEs8udlPoJl918hSXTxe0DpSj2PSODbN4wVrAIKzqNpddrSaIxmN3X2GCg6KzFWYZ1mNweegW1WAcZ6WXHX1T3yEFrWHPNGuuDkzoDi4OBEn8cUO8UixfDSQhotzB0f\/yb+LkYTZ9UOHrduIVoskiqQzru0CFCG3KDPGV5neiGBi49aa4C8c5OrUw\/SCjOs3RxpwqNkEZLZqjMAyyUrVvl69nmd+hkJntSeQFNGkgU56mTa1ufMCiSzznoCWMzZpqT3tjkhMRgu+f3dJjHVMSiXJQm0rfL0nkjll7QGEM6sN8fN8+JSCbvVvzJUhSbL63PNYb\/6IW0rPOs1xunfbeBqhC7LR4kYrOC5O1pEVawCjnd+SRuryHTFKAqFpQJEh+MYLKXkCR1EKClHooeVbhgj5l2qQHNeXiJtLyHtNtJUfzQuVuHPMnTwdVXQDqISkSYv6zZG8P74BF2UStrDrNLVSDLplgojZKYKdKTAxUhi5RmMdOVBsXQo9weOtDu\/+0V0sOcZSOKFdOracDpYbt1nJEh5gWT5QUo63PvXSLC1Dqlcd2bQ8ax3vjL4EwGz7iNVahWmkP6GvwsPp97ofUiUu+crptCrKpq\/UojUs1qCRD0GYRo3ltJ+7k13oH0IAnpZX4rGUC6LkKTMeQ3tRFSgl0KdhoGEuL1IEf4ujPYiiujXJczR0DHjhiBFRZQrJqM6b+haK7s5IcGjukRMyN1+Jgax9FyP4fpnPsOULJLeGhjLfyKGy\/v4EJM6kTWTNmf9vhgTSyrEEEKyG4Zy9alchYkdSPfHAKoHDQV8BuhvaxsLogU6OM6OGg6CgEmlhWCATUcPAqRklabXOBI96F3ms2EUfayqcaGJnMrzazB9rIxSQ46BY6eRgGN2P4dR9jmEpCc+jHfKr\/E++MYcTZ8e3VPPOTwMGagtQEMvu0cikFgTmQLrlsY1tHHJA2DES+hU\/iW9HG5vX5bI5Eo\/GolfK9PjriX4dEEG8usc+WPcjk7O6RtJ2DtlXdh+Vehp+55QzxYAM2B6RE5YT6D7qMKoBz35wzf37IcirPtu9RmOHDg\/oYHDZVfcA8Xw7FGwtO+1kUTmKNEWOoTH9n6A\/UjMrWhklZnkDyuWo05BDjZfQssGqtMBu7HXpqzt1HDXQ2LNAOj2wJb9PczB8dhdtGy0UkJqDxeO9UYWPixGQ8Iu8rKA3kPNuy5pWBObH94AlO9Wgsq5J3yt0lHK\/g1r4VgusnDiMo0GXD5Jvj3QO5BGsbv9AJYM7RWd7M38YpvY0BKaEcd1EmBDGfKwUs0f06\/DrEBgjTON\/LJVgO3lc9vsA9UMr1WnrfemmSX3DwDZyciD63d+c1vZHfAPioWwCTRSXfEClMMcbIYP6AzDItx9acZ\/xzKA5zbIRFgC9WJ2TxswOb4L8wP6HVnggAabhfxVqP0XZMXBOQZA6DVt8eB5gYewmR2XYIVEr4M8kJlB42hCQJOlDy1TWAIkf4hHbqz3+KOP3Q9aZqYAvELnRWNyZmhzGos+XQP4i+JjBzA5M0XTuadPQo\/eQQJ6+d5MQoYsuzuhx5Zb6BV94\/wd2p2ZiFQRN7voK8MGvQ5UPUIH08dadGGlF8byn3BY4y6KyMjjAD07n1uAPtdXKGngchw5CR7rCYgKAR2ehbnQspyoyciWx4ITYCagyyBPWuYd1tcC2bKyjxdpwfrtZrTk+LawichYgvNIiCmJoLmwgbQoY4EdcuY6bTGkZG+muZe0LCoEeTu1dwCJ0zYhydv3KmRsBgQHjWZ0gAPNDR5AC7ZcSqGphQuRizsBdpZsdVaVDVXR3BUPdHMLGNc8gygKyMSMIUMiBcZ2q06iOWF6BLoN3IDMjdwwOHZy36I8dNjngU4Ru+R9Bet16zF78aFidNilO9aqgPH8A2Y+3X7ICR1cgtFlys2Z\/BOeXojEYHa\/2rnzp7aqKA7g34QsQEIIhCwQEgKRQCBJ2QMJELYAEUqhLAFaQZaylbIjyI7VFgWplVLbgrVV0dZRtLWOOo7Wcdqp49TpqOM4zuj\/osVSc1JIKUuBTj+\/ncCD3HvPPfe+G3gj+7FLLKRjBT4rJuG0DdturfdgQjMewPrrTTzotOxzrAeLic2zLwRrohnnwlnoiAgPiBlTYF029z6TucZfOqmCM+6YEc48YvnrfSMMbIP4bwVw0l0RBmc3CkTYTTiTsWsYakFBG3aqlf+GTVzghYfxb+Bji2z8fzYYTKxEmg9KdDoK1BGZH7ZegC820YwsFIRpmAfCeMCEx+DOpjaruzwXxOVz7vQbgoQB2GUYQM\/0S3CktVSR+FLaLti4ryBFSkLJpCccZL1ej12p72oYVpf67B44Y+6cO2IXlKc5WM2plaogk8XEzndqqMghqq9xKBlRBTPYtToV90aBCWBQmIn78sr9sWvdOh\/wf7O+qXGYdgVh2MWGb+C+wQYs4wbbsD4sj50w+8TBuG\/vISwrF8ZhfTziWNhEblifb9vwoKMXr8EZA9thvUMvvsB94Fr\/qzv3dmStKhtxz9zM8ks\/YVuxAruwUd5Davzn7xosuTGShG3lkajGhslm76Xw1ctYErztKZiJjbNeDV1qltvFbNzVPrqjP01ds\/IU3PWGLHGpCo4q8ETwuxjoMF1Hmj3wgB1S7h\/NpBL31QbDlYNY4sbGzhdYIAfQ\/Wo48P07vWsZJcZO2CE91CdBSwuzEYf3lu\/DE8P7ajSQmM5DTvqu3rg7yUqPBHqDqwSjp\/AkqRUKcP2W5lk7A49TCwPubgyw1zFT6aHKKscTHEMdAO3ezx+pdLNDWBvdn\/MaLmUvKBaMft7eYrnRWlTk53dHo0nQCDy5XE4mA04YbgywsHaKeQ5EzX6PfY16b8QyVeFjmZ6eNqSebU5uFjbbU1JUQcqBxohIpVIZFFs294k0RSU1H9e215lmTIre4vCe4mMLrUnFC1\/2ev+wUNy6\/6g8Jishq9DTl6P21Mg18mi\/Huv1O0XyUN4znlJRfGXJQUY1p9o3ICYmOiEmSxB1rXCPe2YLwMpUc6IEXqJonkgUxRN0V6mXWrqvpUW9h+vrGxUVX1hYyOWo3ZdzC3BnH+ZyOJzDcXv2ZB7E6jhJrb1JSTOmWsmNm21t2sjc3MbIicXGxoFF7a3cAT4\/+Wxysj5fPzdlaTTPV1h8Kq4IKy1TBqHPPF+p1zc1pSbrk\/UdhinLlTmfNJ\/5qXl9\/lxTY3Jy\/qL0bNm5OV2uStXW3lwxbTinT+HrdJGxjf0D+flBk+XzU6nCafsinx8pleZG6OpteZ\/ozpx5O+\/frs0vO2Mrs5nNDeackvpDE7ZYXdCzTbFBeaoyW259w9eS2tmcnCOSj0tKJJL23EMRpXWpb7oY+cne\/xLTvauwUMDzjVYprPuN4sDAHqN34EJxWPhZU2tvdt+sqaa0vV0rqbl83BxxfCKiVHt8YqK0zXz5pkTb37+o5KsG8iuaFvXaNq0uNmgiIuJ4Kb+8oyk1xXxcVZ6XOqk6m6pSns2VqiZKSvtV+g693fBvnnTwlfzc9luROhuf35+Sl2pPsXfo87X1QU1K3UB\/pNSmUyobb5VEzNnz8ieT+cmpKlXsaZu03SyV2pSNsq+7sJq2ShCzlhASa+fZJObfBODW1VXN8eL5xnP\/GJBUv1HNda\/qglu1exfHo6wuK8wqiv65KehaVahvNfryvbjcawEBd6w91\/3CrlsLbRJ5d3woL1SQdU2guSMPi26aLTKKNX6ak9HRPE9eWHRIjk583Sj27g1PDPcO3C9PkIb7xcQYxT1iY+Cx7FPhiplZiSL7WHF4TZEHVlN5iYTPjXu5wUHM+W44kmQUkjjb4kmX4mk\/LCm5jLtC0hQgPIe8QMjPPwPimXJ6Selr7k6nK5Jc3MViYzU\/dtKBjKwEkREE4nYfCf+4qADxbSmIuiEQLbcTQTw38gMoQxkJw95+F1TicBFcqwoOI\/Hhcdr5718EUbcXBF9473pGy389e95Ie74gAsQL40wQtk5QLw95k\/jX30H5LkrwEJEHQHwTBGLURELuaM7Sme2ygHdEIG4r6My0d4CIdx7dmPFAUPYSUt\/ePACCiV9iT8I172G6ZAZefJ7Eh4ZB2O0MgBWCZSfOxMFRhA+IqL8CQVgGQZUbQO2\/YIWDkxlnQImEX+EhDFKnwaJ7U6+xJBJfGhKTQ0T5eDwcJdymKczpzAPxw\/hzILLGPUEJ+ST8MgNOSs59B9deGKomcdKQ84dSINK0ahL7dIBorAAhzQDBGG0GNf0WKPMwaaf\/gY9AVVe8D9f8fWbo\/A7OJmktH6Up1DpGU1RR8DntpTEr\/fnppSBeGQL13uhhUAVmEua8BielQi5cM1eAqPcBYaD58IaslsSFGTRl3QYPgdBVaJy6zQxiz4GvQZ2WvQEHgr0fgBIbAuCa9zu0XhxNF9PJe34fySCbDERuujuJtWN05Q5NTwTRMAJqdrQFRNyFl+hgWbxAuAt\/hGvP6E6TWD1ZT+KAghsktg7SweENZpPYo7KVDm5lHpM2M0MBMFgOy4MsCQR7nuaHKa0WVJ+wCK71HaDF2TTIpRUnlSZMBI3ZsSm0H5v0ILKDRQAOYllIajKIar4QlPFCgONJFM9+C1ScITIOLmVOxNJi\/umvJC4eI4PVZa4IoO+68yitounX6cKbpgRpVt9wIYiaK3IQ6rQUxwe5sRpk+0H8UWf3h2uZXnSHWXXSFw5YWhVdBDsHSHH3nOqnvZIxRatgxGA0HMkrSc6zPaJ8pKBqDeTcUKNKBBV45dgGP39k+4NQe4E4bMqizY4sol\/vaABxJC0BxGyn0ws94yYytwfTNCC6F\/nYYiw2XGKH+tLnHfJiQGXJwaQ1qo5Dxl9SBMqzYYc8A4UcyTBAsPCoQtR46qlHkAnsgOeHbTZecOLWnHW6HcQ2Mo4lAW5bcJYrTkr6sOc5bBPxVDjAZmL9mCtdHPflCb2lcuQ3T2yP4nTxVjwKt+bEBwA4nwmwPYzDImy+mOYj2FaJV9jYRG73csACwOtozPPYKmwPuHJMpsbmb1VafQDR1YwTJxKwRdghcEURzMXmS5TFA\/tw5MUvsJlooXLl5m0RNl+WpQwArK\/9ie1hNWELsNqnD8H94Cs\/CfBkeUlW8dPv5TvyQUobYp0pfuUVLp566qnH4x+1YI2ItF1hvgAAAABJRU5ErkJggg==\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"147","test":"0","date":"2022-10-24 13:54:21","option_type":"math","len":0},{"id":"9944","post_id":"6336","mon_id":"1158739","chapter_id":"1158831","question":"Ánh sáng chi\u1ebfu t\u1edbi b\u1ec1 m\u1eb7t g\u1ed3 gh\u1ec1 thì b\u1ecb h\u1eaft l\u1ea1i môi tr\u01b0\u1eddng c\u0169 g\u1ecdi là hi\u1ec7n t\u01b0\u1ee3ng<\/p>","options":["A. ph\u1ea3n x\u1ea1 khu\u1ebfch tán.","B. h\u1ea5p th\u1ee5 ánh sáng.","C. khúc x\u1ea1 ánh sáng.","D. ph\u1ea3n x\u1ea1 ánh sáng."],"correct":"1","level":"3","hint":"Ph\u1ea3n x\u1ea1 khu\u1ebfch tán là hi\u1ec7n t\u01b0\u1ee3ng các tia sáng song song truy\u1ec1n \u0111\u1ebfn b\u1ec1 m\u1eb7t không nh\u1eb5n b\u1ecb ph\u1ea3n x\u1ea1 theo m\u1ecdi h\u01b0\u1edbng.<\/p>","answer":"Ánh sáng chi\u1ebfu t\u1edbi b\u1ec1 m\u1eb7t g\u1ed3 gh\u1ec1 thì b\u1ecb h\u1eaft l\u1ea1i môi tr\u01b0\u1eddng c\u0169 g\u1ecdi là hi\u1ec7n t\u01b0\u1ee3ng ph\u1ea3n x\u1ea1 khu\u1ebfch tán. \u0110áp án \u0111úng: A. ph\u1ea3n x\u1ea1 khu\u1ebfch tán.<\/strong><\/span>  <\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"147","test":"0","date":"2022-10-24 13:57:41","option_type":"txt","len":2},{"id":"9945","post_id":"6336","mon_id":"1158739","chapter_id":"1158831","question":"Phát bi\u1ec3u nào sau \u0111ây là sai?<\/p>","options":["A. Tia t\u1edbi là tia sáng \u0111i \u0111\u1ebfn g\u01b0\u01a1ng, góc t\u1edbi là góc h\u1ee3p b\u1edfi tia t\u1edbi và pháp tuy\u1ebfn c\u1ee7a g\u01b0\u01a1ng t\u1ea1i \u0111i\u1ec3m t\u1edbi.","B. Tia ph\u1ea3n x\u1ea1 là tia sáng t\u1eeb g\u01b0\u01a1ng \u0111i ra, góc ph\u1ea3n x\u1ea1 là góc h\u1ee3p b\u1edfi pháp tuy\u1ebfn v\u1edbi g\u01b0\u01a1ng t\u1ea1i \u0111i\u1ec3m t\u1edbi và tia ph\u1ea3n x\u1ea1.","C. Góc ph\u1ea3n x\u1ea1 b\u1eb1ng góc t\u1edbi.","D. Tia t\u1edbi b\u1eb1ng tia ph\u1ea3n x\u1ea1."],"correct":"4","level":"3","hint":"- Tia t\u1edbi là tia sáng \u0111i \u0111\u1ebfn g\u01b0\u01a1ng, góc t\u1edbi là góc h\u1ee3p b\u1edfi tia t\u1edbi và pháp tuy\u1ebfn c\u1ee7a g\u01b0\u01a1ng t\u1ea1i \u0111i\u1ec3m t\u1edbi. - Tia ph\u1ea3n x\u1ea1 là tia sáng t\u1eeb g\u01b0\u01a1ng \u0111i ra, góc ph\u1ea3n x\u1ea1 là góc h\u1ee3p b\u1edfi pháp tuy\u1ebfn v\u1edbi g\u01b0\u01a1ng t\u1ea1i \u0111i\u1ec3m t\u1edbi và tia ph\u1ea3n x\u1ea1. - Góc ph\u1ea3n x\u1ea1 b\u1eb1ng góc t\u1edbi.<\/p>","answer":"A, B, C \u0111úng. \u0110áp án \u0111úng: D. Tia t\u1edbi b\u1eb1ng tia ph\u1ea3n x\u1ea1.<\/strong><\/span>  <\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"147","test":"0","date":"2022-10-24 14:01:03","option_type":"txt","len":3}]}