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{"common":{"save":0,"post_id":"6297","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"9763","post_id":"6297","mon_id":"1158739","chapter_id":"1158740","question":"<p>Thi\u1ebft b\u1ecb &ldquo;b\u1eafn t\u1ed1c \u0111\u1ed9&rdquo; ghi v&agrave; t&iacute;nh \u0111\u01b0\u1ee3c th\u1eddi gian m\u1ed9t &ocirc; t&ocirc; ch\u1ea1y qua gi\u1eefa hai v\u1ea1ch m\u1ed1c c&aacute;ch nhau 10 m l&agrave; 0,56 s. T\u1ed1c \u0111\u1ed9 c\u1ee7a &ocirc; t&ocirc; l&agrave; bao nhi&ecirc;u?&nbsp;<\/p>","options":["A. 64,3 (km\/h).","B. 60,3 (km\/h) ","C. 34,3 (km\/h) ","D. 30,3 (km\/h)"],"correct":"1","level":"2","hint":"<p>\u0111&ecirc;\u0300 ba\u0300i cho s = 10 m; t = 0,56 s. S\u01b0\u0309 du\u0323ng c&ocirc;ng th\u01b0\u0301c ti\u0301nh t&ocirc;\u0301c \u0111&ocirc;\u0323 la\u0300:<span class=\"math-tex\">$v=\\frac{s}{t}$<\/span> &nbsp;.<\/p>","answer":"<p><span style=\"color:#27ae60;\"><\/span>T\u1ed1c \u0111\u1ed9 c\u1ee7a &ocirc; t&ocirc; l&agrave; &nbsp;<span class=\"math-tex\">$v=\\frac{s}{t}=\\frac{10}{0,56}=18,86 m\/s=64,3 km\/h$<\/span><\/p><p>\u0110a\u0301p a\u0301n \u0111u\u0301ng:<span style=\"color:#27ae60;\"><strong> A. 64,3 km\/h.<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"147","test":"0","date":"2022-10-05 01:33:51","option_type":"txt","len":1},{"id":"9764","post_id":"6297","mon_id":"1158739","chapter_id":"1158740","question":"<p>Tr&ecirc;n \u0111o\u1ea1n \u0111\u01b0\u1eddng c&oacute; bi\u1ec3n b&aacute;o n&agrave;y, ph\u01b0\u01a1ng ti\u1ec7n tham gia giao th&ocirc;ng \u0111\u01b0\u1ee3c \u0111i v\u1edbi t\u1ed1c \u0111\u1ed9 bao nhi&ecirc;u km\/h?<br \/>&nbsp;<span class=\"svgedit\"><svg 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\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. 120 km\/h.","B. 100 km\/h.","C. 70 km\/h.","D. Ca\u0309 B va\u0300 C \u0111&ecirc;\u0300u \u0111\u01b0\u01a1\u0323c."],"correct":"4","level":"2","hint":"<p>Bi&ecirc;\u0309n hi\u0300nh tro\u0300n vi&ecirc;\u0300n \u0111o\u0309 n&ecirc;\u0300n tr\u0103\u0301ng cho bi&ecirc;\u0301t t&ocirc;\u0301c \u0111&ocirc;\u0323 t&ocirc;\u0301i \u0111a, bi&ecirc;\u0309n hi\u0300nh tro\u0300n ma\u0300u xanh cho bi&ecirc;\u0301t t&ocirc;\u0301c \u0111&ocirc;\u0323 t&ocirc;\u0301i thi&ecirc;\u0309u.<\/p>","answer":"<p><strong>Bi\u1ec3n b&aacute;o tr&ecirc;n cho bi\u1ebft t&ocirc;\u0301c \u0111&ocirc;\u0323 cu\u0309a ph\u01b0\u01a1ng ti&ecirc;\u0323n tham gia giao th&ocirc;ng \u0111\u01b0\u01a1\u0323c \u0111i tr&ecirc;n \u0111\u01b0\u01a1\u0300ng \u0111o\u0301: t\u1ed1i \u0111a l&agrave; 100 km\/h, t\u1ed1i thi\u1ec3u l&agrave; 60 km\/h. V&acirc;\u0323y 100 km\/h va\u0300 70 km\/h thu&ocirc;\u0323c pha\u0323m vi t&ocirc;\u0301c \u0111&ocirc;\u0323 cho phe\u0301p.<br \/>\u0110a\u0301p a\u0301n \u0111u\u0301ng: D. Ca\u0309 B va\u0300 C \u0111&ecirc;\u0300u \u0111\u01b0\u01a1\u0323c.<\/strong><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"147","test":"0","date":"2022-10-05 01:37:25","option_type":"txt","len":2},{"id":"9765","post_id":"6297","mon_id":"1158739","chapter_id":"1158740","question":"<p>D&ugrave;ng quy t\u1eafc &ldquo;3 gi&acirc;y&rdquo; \u0111\u1ec3 \u01b0\u1edbc t&iacute;nh kho\u1ea3ng c&aacute;ch an to&agrave;n khi xe ch\u1ea1y v\u1edbi t\u1ed1c \u0111\u1ed9 68 km\/h.&nbsp;<\/p>","options":["A. 56,67m. ","B. 68m ","C. 46,67m","D. 32m"],"correct":"1","level":"2","hint":"<p>Khoa\u0309ng ca\u0301ch chi\u0301nh la\u0300 qua\u0303ng \u0111\u01b0\u01a1\u0300ng: s = v.t = 3.v.<\/p>","answer":"<p><span style=\"color:#27ae60;\"><\/span>\u0110\u1ed5i 80 km\/h = <span class=\"math-tex\">$\\frac{68}{3,6}=\\frac{170}{9}$<\/span>&nbsp; m\/s<br \/>Kho\u1ea3ng c&aacute;ch an to&agrave;n c\u1ee7a xe theo quy t\u1eafc &ldquo;3 gi&acirc;y&rsquo;&rsquo; l&agrave;<br \/>s = v.t = &nbsp;<span class=\"math-tex\">$\\frac{170}{9}.3=56,67m$<\/span><br \/>\u0110a\u0301p a\u0301n \u0111u\u0301ng:<span style=\"color:#27ae60;\"><strong> A. 56,67 m.<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"147","test":"0","date":"2022-10-05 01:41:03","option_type":"txt","len":1}]}
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