{"common":{"save":0,"post_id":"8522","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"7664","mon_id":"1158790","chapter_id":"1158796","post_id":"8522","question":"<p>M\u1ed9t v\u1eadt c&oacute; kh\u1ed1i l\u01b0\u1ee3ng 12 kg \u0111\u01b0\u1ee3c treo&nbsp;b\u1eb1ng m\u1ed9t s\u1ee3i d&acirc;y nh\u1eb9 v&agrave; kh&ocirc;ng d&atilde;n,&nbsp;\u0111\u01b0\u1ee3c bu\u1ed9c ch\u1eb7t v&agrave;o m\u1ed9t c&aacute;i m&oacute;c \u1edf&nbsp;\u0111\u1ea7u&nbsp;kia. T&iacute;nh l\u1ef1c c\u0103ng d&acirc;y.&nbsp;L\u1ea5y&nbsp;g = 9,81 m\/s&sup2;.<\/p><p><span class=\"svgedit\"><svg height=\"194\" width=\"121\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"196\" id=\"canvas_background\" width=\"123\" 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=\"194\" id=\"svg_1\" width=\"121\" x=\"0.5\" 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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 12 N","<strong>B.<\/strong> 10 N","<strong>C.<\/strong> 118 N","<strong>D.<\/strong> 150 N"],"correct":"3","level":"3","hint":"<p>Khi v\u1eadt n\u1eb1m c&acirc;n b\u1eb1ng: T = P.<\/p>","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong> 118 N.<\/span><\/p><p>V&igrave; m\u1ed9t s\u1ee3i d&acirc;y treo v\u1eadt l&ecirc;n n&ecirc;n l\u1ef1c duy&nbsp;nh\u1ea5t t&aacute;c d\u1ee5ng l&ecirc;n v\u1eadt l&agrave; tr\u1ecdng l\u01b0\u1ee3ng c\u1ee7a&nbsp;n&oacute;.&nbsp;S\u1ee3i d&acirc;y ph\u1ea3i ch\u1ecbu m\u1ed9t l\u1ef1c c\u0103ng b\u1eb1ng&nbsp;tr\u1ecdng l\u01b0\u1ee3ng \u0111\u1ec3 n&oacute; c&acirc;n b\u1eb1ng.<br \/>T = mg = 12 . 9,81 = 117,72 N&nbsp;<span class=\"math-tex\">$\\approx$<\/span>&nbsp;118 N.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2025-02-24 07:52:52","option_type":"txt","len":0},{"id":"7670","mon_id":"1158790","chapter_id":"1158796","post_id":"8522","question":"<p>M\u1ed9t v\u1eadt c&oacute; kh\u1ed1i l\u01b0\u1ee3ng 8 kg \u0111\u01b0\u1ee3c k&eacute;o&nbsp;qua&nbsp;r&ograve;ng r\u1ecdc&nbsp;b\u1eb1ng m\u1ed9t s\u1ee3i d&acirc;y.&nbsp;N&oacute; \u0111ang&nbsp;t\u0103ng t\u1ed1c h\u01b0\u1edbng l&ecirc;n v\u1edbi gia t\u1ed1c 6 m\/s&sup2;.&nbsp;T&iacute;nh&nbsp;l\u1ef1c c\u0103ng d&acirc;y treo.&nbsp;L\u1ea5y g = 9,81 m\/s&sup2;.<\/p>","options":["<strong>A.<\/strong> 126,5 N","<strong>B.<\/strong> 78,48 N","<strong>C.<\/strong> 48 N","<strong>D.<\/strong> 40,52 N"],"correct":"1","level":"3","hint":"<p>C&aacute;c l\u1ef1c t&aacute;c d\u1ee5ng l&ecirc;n d&acirc;y l&agrave; <span class=\"math-tex\">$\\overrightarrow{T}$<\/span>,&nbsp;<span class=\"math-tex\">$\\overrightarrow{P}$<\/span>.<br \/>.<br \/>Theo \u0111\u1ecbnh lu\u1eadt II Newton: <span class=\"math-tex\">$\\overrightarrow{T}+\\overrightarrow{P}=m.\\overrightarrow{a}$<\/span>.<\/p>","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong> 126,5 N.<\/span><\/p><p>Ch\u1ecdn chi\u1ec1u d\u01b0\u01a1ng l&agrave; chi\u1ec1u chuy\u1ec3n \u0111\u1ed9ng&nbsp;c\u1ee7a v\u1eadt.<br \/>Do v\u1eadt b\u1ecb k&eacute;o l&ecirc;n tr&ecirc;n n&ecirc;n l\u1ef1c c\u0103ng d&acirc;y&nbsp;bao g\u1ed3m tr\u1ecdng l\u01b0\u1ee3ng c\u1ee7a v\u1eadt v&agrave; l\u1ef1c do gia&nbsp;t\u1ed1c c\u1ee7a v\u1eadt g&acirc;y ra.<br \/>Theo \u0111\u1ecbnh lu\u1eadt II Newton ta c&oacute;:<br \/>T &ndash; P = m.a&nbsp;&rArr; T = P + ma =&nbsp;mg + ma = 8 . 9,81 + 8 . 6&nbsp;= 126,48 N <span class=\"math-tex\">$\\approx$<\/span>&nbsp;126,5 N.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2025-02-24 08:06:17","option_type":"txt","len":0},{"id":"7675","mon_id":"1158790","chapter_id":"1158796","post_id":"8522","question":"<p>M\u1ed9t b\u1ee9c tranh c&oacute; tr\u1ecdng l\u01b0\u1ee3ng 8 N \u0111\u01b0\u1ee3c&nbsp;treo b\u1edfi hai s\u1ee3i d&acirc;y v\u1edbi hai l\u1ef1c c\u0103ng <span class=\"math-tex\">$\\overrightarrow{T_1}$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$\\overrightarrow{T_2}$<\/span>. T&iacute;nh \u0111\u1ed9 l\u1edbn m\u1ed7i l\u1ef1c c\u0103ng.<\/p><p><span class=\"svgedit\"><svg height=\"300\" width=\"314\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"316\" 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><image height=\"298\" id=\"svg_1\" stroke=\"null\" width=\"316.99999\" x=\"-2.5\" 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xml:space=\"preserve\" y=\"287\">P<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_19\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"103\" xml:space=\"preserve\" y=\"260\">_<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_20\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"109\" xml:space=\"preserve\" y=\"272\">&gt;<\/text> <\/g> <g id=\"svg_25\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_23\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"67\" xml:space=\"preserve\" y=\"79\">60<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"16\" id=\"svg_24\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"94\" xml:space=\"preserve\" y=\"64\">o<\/text> <\/g> <g id=\"svg_29\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" 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class=\"math-tex\">$\\overrightarrow{T_1}+\\overrightarrow{T_2}+\\overrightarrow{P}=m.\\overrightarrow{a}=\\overrightarrow{0}$<\/span>.<\/p>","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;&nbsp;<span class=\"math-tex\">$T_1=4\\;N$<\/span>;&nbsp;<span class=\"math-tex\">$T_2=4\\sqrt{3}\\;N$<\/span>.<\/span><\/p><p>&Aacute;p d\u1ee5ng \u0111\u1ecbnh lu\u1eadt II Newton&nbsp;<span class=\"math-tex\">$\\overrightarrow{T_1}+\\overrightarrow{T_2}+\\overrightarrow{P}=m.\\overrightarrow{a}=\\overrightarrow{0}$<\/span>&nbsp;(*).<\/p><p>Chi\u1ebfu (*) l&ecirc;n Ox v&agrave; Oy:<\/p><p>Ox:&nbsp;<span class=\"math-tex\">$T_1.\\cos30^0-T_2.\\cos60^0+0=0$<\/span>&nbsp;&rArr;&nbsp;<span class=\"math-tex\">$T_2=T_1.\\sqrt{3}$<\/span>.<\/p><p>Oy:&nbsp;<span class=\"math-tex\">$T_1.\\sin30^0+T_2.\\sin60^0-P=0$<\/span>&nbsp;&rArr;&nbsp;<span class=\"math-tex\">$P=2T_1=8\\;N$<\/span>&nbsp;<br \/>&rArr;&nbsp;<span class=\"math-tex\">$T_1=4\\;N$<\/span>;&nbsp;<span class=\"math-tex\">$T_2=4\\sqrt{3}\\;N$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2025-02-24 08:24:29","option_type":"math","len":0}]}