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HomeToán lớp 6 (Sách KNTT)Toán lớp 6 Tập 2Bài 31: Một số bài toán về tỉ số và tỉ số phần trămBài tập nâng cao
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\" y=\"-21.5\"><\/image> <\/g> <\/svg><\/span><\/p><p><span style=\"color:#2980b9;\">Kho\u1ea3ng c&aacute;ch gi\u1eefa 2&nbsp;\u0111\u1ecba \u0111i\u1ec3m \u0111&oacute; tr&ecirc;n th\u1ef1c t\u1ebf l&agrave;&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;km.<\/span><\/p>","options":"","correct":["[\"160\"]"],"level":"3","hint":"<p>T\u1ec9 l\u1ec7 x&iacute;ch l&agrave; t\u1ec9 s\u1ed1 gi\u1eefa kho\u1ea3ng c&aacute;ch tr&ecirc;n b\u1ea3n v\u1ebd v\u1edbi kho\u1ea3ng c&aacute;ch trong&nbsp;th\u1ef1c t\u1ebf&nbsp;(\u0111\u01a1n v\u1ecb \u0111o trong&nbsp;th\u1ef1c t\u1ebf c&ugrave;ng \u0111\u01a1n v\u1ecb \u0111o tr&ecirc;n b\u1ea3n v\u1ebd).<\/p><p>\u0110\u1ed5i \u0111\u01a1n v\u1ecb \u0111o&nbsp;sang \u0111\u01a1n v\u1ecb ki-l&ocirc;-m&eacute;t. 1 km = 100 000 cm.<\/p>","answer":"<p>Kho\u1ea3ng c&aacute;ch gi\u1eefa 2&nbsp;\u0111\u1ecba \u0111i\u1ec3m \u0111&oacute; tr&ecirc;n th\u1ef1c t\u1ebf l&agrave;:<\/p><p>3,2 . 5 000 000 = 16 000 000 (cm)<\/p><p>\u0110\u1ed5i: 16 000 000 cm =&nbsp;&nbsp;<strong>160 km<\/strong><\/p><p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>160<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"3","date":"2021-09-01 00:36:45"},{"id":"7010","post_id":"4625","mon_id":"1158113","chapter_id":"1158126","question":"<p>M\u1ed9t t\u1ea3ng th\u1ecbt b&ograve; \u0111&ocirc;ng l\u1ea1nh khi l\u1ea5y t\u1eeb t\u1ee7 l\u1ea1nh&nbsp;ra&nbsp;c&oacute; kh\u1ed1i l\u01b0\u1ee3ng 3,2 kg. Sau khi r&atilde; \u0111&ocirc;ng, kh\u1ed1i l\u01b0\u1ee3ng t\u1ea3ng th\u1ecbt c&ograve;n 2,9 kg. H\u1ecfi kh\u1ed1i l\u01b0\u1ee3ng t\u1ea3ng th\u1ecbt sau khi r&atilde; \u0111&ocirc;ng \u0111&atilde; gi\u1ea3m bao nhi&ecirc;u ph\u1ea7n tr\u0103m?<\/p><p><span class=\"svgedit\"><svg height=\"127\" width=\"277\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"129\" id=\"canvas_background\" width=\"279\" 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=\"138.3671\" id=\"svg_1\" stroke=\"null\" transform=\"rotate(0.7755995392799377 140.0098114013659,71.20405578613172) \" width=\"279.04031\" x=\"0.48966\" 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\" y=\"2.02051\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["9,375%","9,357%","9,735%","9,537%"],"correct":"1","level":"3","hint":"<p>T&iacute;nh kh\u1ed1i l\u01b0\u1ee3ng th\u1ecbt gi\u1ea3m sau khi r&atilde; \u0111&ocirc;ng.<\/p>","answer":"<p>Kh\u1ed1i l\u01b0\u1ee3ng th\u1ecbt gi\u1ea3m sau khi r&atilde; \u0111&ocirc;ng l&agrave;:&nbsp;<\/p><p>3,2 - 2,9 = <strong>0,3 (kg)<\/strong><\/p><p>T\u1ea3ng th\u1ecbt \u0111&atilde; gi\u1ea3m s\u1ed1 ph\u1ea7n tr\u0103m l&agrave;:&nbsp;<\/p><p><span class=\"frac123\"><span class=\"ts\">0,3<\/span><span class=\"ms\">3,2<\/span><\/span>&nbsp;. 100% = (<span class=\"frac123\"><span class=\"ts\">0,3<\/span><span class=\"ms\">3,2<\/span><\/span>&nbsp; . 100)% = <strong>9,375%<\/strong><\/p><p>V\u1eady sau&nbsp;khi r&atilde; \u0111&ocirc;ng, kh\u1ed1i l\u01b0\u1ee3ng&nbsp;t\u1ea3ng th\u1ecbt \u0111&atilde; gi\u1ea3m&nbsp;<span style=\"color:#16a085;\"><strong>9,375%<\/strong><\/span>.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp; &nbsp;<span style=\"color:#16a085;\"><strong>9,375%.<\/strong><\/span><\/p>","type":"choose","extra_type":"cloud","time":"0","user_id":"131","test":"3","date":"2021-09-01 00:58:01","option_type":"txt","len":0},{"id":"7011","post_id":"4625","mon_id":"1158113","chapter_id":"1158126","question":"<p>T\u1ea1i 1&nbsp;c\u1eeda h&agrave;ng th\u1ecbt, ng\u01b0\u1eddi ta nh\u1eadp th\u1ecbt heo v&agrave;o v\u1edbi gi&aacute;&nbsp;1 kg l&agrave; 115 000 \u0111\u1ed3ng, r\u1ed3i b&aacute;n ra cho kh&aacute;ch h&agrave;ng v\u1edbi gi&aacute; 1 kg l&agrave; 150 000 \u0111\u1ed3ng. H\u1ecfi gi&aacute; b&aacute;n ra&nbsp;1 kg \u0111&atilde; t\u0103ng l&ecirc;n bao nhi&ecirc;u ph\u1ea7n tr\u0103m so v\u1edbi gi&aacute; nh\u1eadp v&agrave;o? (S\u1eed d\u1ee5ng m&aacute;y t&iacute;nh c\u1ea7m tay, t&iacute;nh v&agrave; l&agrave;m tr&ograve;n k\u1ebft qu\u1ea3 \u0111\u1ebfn ch\u1eef s\u1ed1 th\u1eadp ph&acirc;n th\u1ee9 hai).<\/p><p><span class=\"svgedit\"><svg height=\"126\" width=\"248\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"128\" id=\"canvas_background\" width=\"250\" 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=\"293\" id=\"svg_1\" width=\"500\" x=\"-225\" 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\" y=\"-145.5\"><\/image> <\/g> <\/svg><\/span><\/p><p>&nbsp;<span style=\"color:#2980b9;\">Gi&aacute; b&aacute;n 1 kg \u0111&atilde; t\u0103ng&nbsp;l&ecirc;n so v\u1edbi gi&aacute; nh\u1eadp v&agrave;o&nbsp;l&agrave;&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;%<\/span><\/p>","options":"","correct":["[\"30,43\"]"],"level":"3","hint":"<p>T&igrave;m gi&aacute; b&aacute;n 1 kg t\u0103ng cao h\u01a1n gi&aacute; nh\u1eadp l&agrave; bao nhi&ecirc;u?<\/p><p>T\u1ec9 l\u1ec7 ph\u1ea7n tr\u0103m t\u0103ng cao h\u01a1n&nbsp;=&nbsp;<span class=\"frac123\"><span class=\"ts\">s\u1ed1 ti\u1ec1n gi&aacute; b&aacute;n 1 kg t\u0103ng cao h\u01a1n gi&aacute; nh\u1eadp<\/span><span class=\"ms\">gi&aacute; nh\u1eadp&nbsp;1 kg<\/span><\/span><span class=\"operator\">.<\/span><span class=\"blank_inp\">100%<\/span><\/p>","answer":"<p>Gi&aacute; b&aacute;n 1 kg cao h\u01a1n so v\u1edbi gi&aacute; nh\u1eadp s\u1ed1 ti\u1ec1n l&agrave;:<\/p><p>150 000 - 115 000 = 35 000 (\u0111\u1ed3ng)<\/p><p>T\u1ef7 l\u1ec7 ph\u1ea7n tr\u0103m c\u1ee7a gi&aacute; b&aacute;n 1 kg \u0111&atilde; t\u0103ng&nbsp;l&ecirc;n so v\u1edbi gi&aacute; nh\u1eadp v&agrave;o&nbsp;l&agrave;:<\/p><p><span class=\"frac123\"><span class=\"ts\">35 000<\/span><span class=\"ms\">115 000<\/span><\/span>&nbsp;. 100%&nbsp;<span class=\"math-tex\">$\\approx$<\/span>&nbsp;30,43478261...%<\/p><p>L&agrave;m tr&ograve;n k\u1ebft qu\u1ea3 \u0111\u1ebfn ch\u1eef s\u1ed1 th\u1eadp ph&acirc;n th\u1ee9 hai ta \u0111\u01b0\u1ee3c&nbsp;<strong>30,43%<\/strong>.<\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng&nbsp;l&agrave;&nbsp;<strong><span style=\"color:#16a085;\">30,43<\/span><\/strong><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"3","date":"2021-09-01 01:16:00"}]}
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