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{"common":{"save":0,"post_id":"8528","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"7693","mon_id":"1158790","chapter_id":"1158796","post_id":"8528","question":"<p>M\u1ed9t v\u1eadt kh\u1ed1i l\u01b0\u1ee3ng m = 0,4 kg \u0111\u1eb7t tr&ecirc;n&nbsp;m\u1eb7t b&agrave;n n\u1eb1m ngang. H\u1ec7 s\u1ed1 ma s&aacute;t tr\u01b0\u1ee3t&nbsp;gi\u1eefa v\u1eadt v&agrave; m\u1eb7t b&agrave;n l&agrave; <span class=\"math-tex\">$\\mu_t$<\/span> = 0,2. T&aacute;c&nbsp;d\u1ee5ng v&agrave;o v\u1eadt m\u1ed9t l\u1ef1c k&eacute;o <span class=\"math-tex\">$F_k$<\/span> = 1 N c&oacute;&nbsp;ph\u01b0\u01a1ng n\u1eb1m ngang. L\u1ea5y gia t\u1ed1c r\u01a1i t\u1ef1&nbsp;do g = 10 m\/s&sup2;. Sau 2 gi&acirc;y k\u1ec3 t\u1eeb l&uacute;c t&aacute;c&nbsp;d\u1ee5ng l\u1ef1c k&eacute;o <span class=\"math-tex\">$F_k$<\/span> v\u1eadt \u0111i \u0111\u01b0\u1ee3c qu&atilde;ng&nbsp;\u0111\u01b0\u1eddng l&agrave;<\/p>","options":["<strong>A.<\/strong> 400 cm","<strong>B.<\/strong> 100 cm","<strong>C.<\/strong> 500 cm","<strong>D.<\/strong> 50 cm"],"correct":"2","level":"3","hint":"<p>- X&aacute;c \u0111\u1ecbnh c&aacute;c l\u1ef1c t&aacute;c d\u1ee5ng l&ecirc;n v\u1eadt v&agrave;&nbsp;v\u1eadn d\u1ee5ng \u0111\u1ecbnh lu\u1eadt II Newton.<br \/>- S\u1eed d\u1ee5ng c&ocirc;ng th\u1ee9c: <span class=\"math-tex\">$s=v_0t+0,5at^2$<\/span>.<\/p>","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 100 cm.<\/span><\/p><p>&Aacute;p d\u1ee5ng \u0111\u1ecbnh lu\u1eadt II Newton:&nbsp;<span class=\"math-tex\">$F_k-F_{ms}=m.a$<\/span><\/p><p>&rArr;&nbsp;<span class=\"math-tex\">$F_k-\\mu_tmg=ma$<\/span><\/p><p>&hArr;&nbsp;<span class=\"math-tex\">$1-0,2.0,4.10=0,4.a$<\/span><\/p><p>&hArr;&nbsp;<span class=\"math-tex\">$a=0,5\\;m\/s^2$<\/span>.<\/p><p>Sau 2 gi&acirc;y k\u1ec3 t\u1eeb l&uacute;c t&aacute;c d\u1ee5ng l\u1ef1c k&eacute;o&nbsp;<span class=\"math-tex\">$F_k$<\/span>&nbsp;v\u1eadt \u0111i \u0111\u01b0\u1ee3c qu&atilde;ng \u0111\u01b0\u1eddng l&agrave;<\/p><p><span class=\"math-tex\">$s=v_0t+0,5at^2=0.2+0,5.0,5.2^2=1\\;m=100\\;cm$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2025-02-24 09:25:21","option_type":"txt","len":0},{"id":"7694","mon_id":"1158790","chapter_id":"1158796","post_id":"8528","question":"<p>M\u1ed9t v\u1eadt \u1edf ch&acirc;n m\u1eb7t ph\u1eb3ng nghi&ecirc;ng d&agrave;i&nbsp;30 m, g&oacute;c nghi&ecirc;ng &alpha; = 30&deg;. Truy\u1ec1n cho&nbsp;v\u1eadt m\u1ed9t v\u1eadn t\u1ed1c ban \u0111\u1ea7u <span class=\"math-tex\">$v_0$<\/span> = 10 m\/s&nbsp;h\u01b0\u1edbng l&ecirc;n m\u1eb7t ph\u1eb3ng nghi&ecirc;ng. H\u1ec7 s\u1ed1&nbsp;ma s&aacute;t gi\u1eefa v\u1eadt v&agrave; m\u1eb7t ph\u1eb3ng nghi&ecirc;ng&nbsp;l&agrave; 0,3. Qu&atilde;ng \u0111\u01b0\u1eddng m&agrave; v\u1eadt \u0111i \u0111\u01b0\u1ee3c&nbsp;sau 2 s l&agrave;<\/p>","options":["<strong>A. <\/strong>7,18 m","<strong>B.<\/strong> 4,8 m","<strong>C.<\/strong> 6,67 m","<strong>D.<\/strong> 26,67 m"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> 4,8 m.<\/span><\/p><p>Ch\u1ecdn h\u1ec7 quy chi\u1ebfu Oxy nh\u01b0 h&igrave;nh v\u1ebd,&nbsp;chi\u1ec1u d\u01b0\u01a1ng l&agrave; chi\u1ec1u chuy\u1ec3n \u0111\u1ed9ng.<\/p><p><span class=\"svgedit\"><svg height=\"284\" width=\"283\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"286\" id=\"canvas_background\" width=\"285\" 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> &lt;title&gt;&lt;\/title&gt; <image height=\"284\" id=\"svg_1\" width=\"283\" x=\"1.5\" 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p><p>V\u1eadt ch\u1ecbu t&aacute;c d\u1ee5ng c\u1ee7a c&aacute;c l\u1ef1c:&nbsp;<span class=\"math-tex\">$\\overrightarrow{N}$<\/span>,&nbsp;<span class=\"math-tex\">$\\overrightarrow{P}$<\/span>,&nbsp;<span class=\"math-tex\">$\\overrightarrow{f_{ms}}$<\/span>.<br \/>Theo \u0111\u1ecbnh lu\u1eadt II Newton:&nbsp;<span class=\"math-tex\">$\\overrightarrow{N}+\\overrightarrow{P}+\\overrightarrow{f_{ms}}=m.\\overrightarrow{a}$<\/span>.<\/p><p>Chi\u1ebfu l&ecirc;n Ox v&agrave; Oy ta c&oacute;:<\/p><p><span class=\"math-tex\">$-P_x-f_{ms}=ma$<\/span>&nbsp;&rArr;&nbsp;<span class=\"math-tex\">$-P.\\sin\\alpha-f_{ms}=ma$<\/span>&nbsp; (1).<\/p><p><span class=\"math-tex\">$N=P_y$<\/span>&nbsp;&rArr;&nbsp;<span class=\"math-tex\">$N=P.\\cos\\alpha$<\/span>&nbsp; (2).<\/p><p><span class=\"math-tex\">$f_{ms}=\\mu.N$<\/span>&nbsp; (3).<\/p><p>T\u1eeb (1); (2) v&agrave; (3) ta c&oacute;:&nbsp;<span class=\"math-tex\">$-P\\sin\\alpha-\\mu P\\cos\\alpha=ma$<\/span><\/p><p>&rArr;&nbsp;<span class=\"math-tex\">$a=-g(\\sin\\alpha+\\mu\\cos\\alpha)=-10(\\sin30^0+0,3.\\cos30^0)\\approx-7,6\\;m\/s^2$<\/span>.<\/p><p>Qu&atilde;ng \u0111\u01b0\u1eddng v\u1eadt \u0111i \u0111\u01b0\u1ee3c sau 2 s l&agrave;<\/p><p><span class=\"math-tex\">$s=v_0t+0,5at^2=10.2+0,5.(-7,6).2^2=4,8\\;(m)$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2025-02-24 09:35:29","option_type":"txt","len":0},{"id":"7695","mon_id":"1158790","chapter_id":"1158796","post_id":"8528","question":"<p>Ph&aacute;t bi\u1ec3u n&agrave;o sau \u0111&acirc;y <strong>kh&ocirc;ng \u0111&uacute;ng<\/strong>?<\/p>","options":["<strong>A.<\/strong> L\u1ef1c ma s&aacute;t tr\u01b0\u1ee3t lu&ocirc;n ng\u01b0\u1ee3c h\u01b0\u1edbng v\u1edbi chuy\u1ec3n \u0111\u1ed9ng.","<strong>B.<\/strong> L\u1ef1c ma s&aacute;t ngh\u1ec9 lu&ocirc;n c&acirc;n b\u1eb1ng v\u1edbi ngo\u1ea1i l\u1ef1c \u0111\u1eb7t v&agrave;o v\u1eadt.","<strong>C.<\/strong> Khi ch\u1ecbu t&aacute;c d\u1ee5ng c\u1ee7a ngo\u1ea1i l\u1ef1c l\u1edbn h\u01a1n l\u1ef1c ma s&aacute;t ngh\u1ec9 c\u1ef1c \u0111\u1ea1i th&igrave; ma s&aacute;t ngh\u1ec9 chuy\u1ec3n th&agrave;nh ma s&aacute;t tr\u01b0\u1ee3t.","<strong>D.<\/strong> L\u1ef1c ma s&aacute;t ngh\u1ec9 c&ograve;n \u0111&oacute;ng vai tr&ograve; l&agrave; l\u1ef1c ph&aacute;t \u0111\u1ed9ng."],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn c&acirc;u <strong>sai <\/strong>l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong> L\u1ef1c ma s&aacute;t ngh\u1ec9 lu&ocirc;n c&acirc;n b\u1eb1ng v\u1edbi&nbsp;ngo\u1ea1i l\u1ef1c \u0111\u1eb7t v&agrave;o v\u1eadt.<\/span><\/p><p>B sai v&igrave; l\u1ef1c ma s&aacute;t ngh\u1ec9 ch\u1ec9 c&acirc;n b\u1eb1ng&nbsp;v\u1edbi ngo\u1ea1i l\u1ef1c \u0111\u1eb7t v&agrave;o v\u1eadt c&oacute; ph\u01b0\u01a1ng&nbsp;song song v\u1edbi ph\u01b0\u01a1ng chuy\u1ec3n \u0111\u1ed9ng v&agrave;&nbsp;c&oacute; xu h\u01b0\u1edbng k&eacute;o v\u1eadt chuy\u1ec3n \u0111\u1ed9ng.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2025-02-24 09:45:35","option_type":"txt","len":3}]}
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