Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
Bạn hãy xác thực địa chỉ email đăng ký nhé. Chi tiết xem tại đây
Đăng kí mua thẻ | Câu hỏi thường gặp
Đăng nhập Đăng ký
  • Lớp học
    • Lớp 1
    • Lớp 2
    • Lớp 3
    • Lớp 4
    • Lớp 5
    • Lớp 6
    • Lớp 7
    • Lớp 8
    • Lớp 9
    • Lớp 10
    • Lớp 11
    • Lớp 12
  • Kiểm Tra
    • Đề kiểm tra 15 phút, 1 tiết
    • Đề kiểm tra học kỳ
  • Thi đấu
  • Ôn thi TN THPT
    • Ôn thi tốt nghiệp THPT môn Toán - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Ngữ văn - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Vật lý- Lớp 12
    • Ôn thi tốt nghiệp THPT môn Hoá học - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Sinh học - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Lịch sử - Lớp 12
  • Giới thiệu
  • VinaPhone
Học tiếng Anh online - Học tiếng Anh trên mạng - Học tiếng Anh trực tuyến
HomeLớp 10Vật lý 10 - Sách kết nối tri thứcBài 7: Đồ thị dịch chuyển - thời gianBài tập nâng cao
{"common":{"save":0,"post_id":"6316","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5776","mon_id":"1158790","chapter_id":"1158795","post_id":"6316","question":"<p>D\u1ef1a v&agrave;o \u0111\u1ed3 th\u1ecb d\u01b0\u1edbi \u0111&acirc;y, h&atilde;y t&iacute;nh qu&atilde;ng \u0111\u01b0\u1eddng \u0111i \u0111\u01b0\u1ee3c v&agrave; t\u1ed1c \u0111\u1ed9 chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a v\u1eadt trong th\u1eddi gian 10 gi&acirc;y.<\/p><p><span class=\"svgedit\"><svg height=\"318\" width=\"354\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"320\" id=\"canvas_background\" width=\"356\" 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=\"318\" id=\"svg_1\" width=\"354\" x=\"0\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWIAAAE+CAMAAACAzurEAAAA3lBMVEX\/\/\/8fHx\/Hx8dXV1csLCzx8fGOjo76+vr39\/cvLy+rq6vj4+Po6OiPj485OTnV1dUmJiZISEhBQUHz8\/NLS0s2NjYpKSkzMzPf39\/8\/Pzt7e1TU1MjIyPDw8M+Pj6IiIidnZ1kZGRpaWlPT087Ozu7u7vr6+tycnK4uLiBgYFdXV1FRUXKysqUlJTl5eW\/v792dnbQ0NDh4eFvb29gYGDNzc1aWlrY2Ni0tLSvr69sbGx6enqmpqZzc3Pa2tqwsLCXl5fc3Nyjo6OampqFhYV\/f3+goKDS0tKysrLq6uq4iG+KAAAQ+UlEQVR42uzd2VbaYBiF4f1BYggJEAJhFnEAFJxaa6tWxbHW+7+hkmAM1YpA8q\/W1f2ctcujV9b2J8EIIiIimqFeMkBKXX8f6aC46kYdbzl28+clUDyl4+61gbdcDpxuBhSHca85w3286dxrH3CPY0l55dxhD29b085s0PLqh9o7L9KHLTnnVMRg5Zs2ZjuspPdBSzup3pYw241Z4RrH0DFHGcz2LS9ZLsXyctqugXc0W0c90LKOnBrec18xayCVibOmbHOMF2AYiya+zMspx3gBp9nGb4k\/1d\/9TpSZeCHl384HfefP9ezsSWPq+8DEi63vURQPP8yX9ep6I4PeQGvl9Ojn3YiJF7CmudasxJ\/KZk6\/Mtc2zecJ+V5Z5Y+7BZyaclz\/c2KjVEdvWPG042Hb6lbvdEy0qxZofrW8rOlTiaeWefXsM67MvVH1S+WwAbdsI9DbumiA5mYYrqRthLrV71G+rvf9sdi24IrclNB3auHXcIrnV9cPbpqtymeE7HZ5H8823ax32MCR45\/S9rSnMd7ReBlobvVP5YrWErnGs0FrapnvK2XnpoQ1TUaZ55k2mpu8Jj9\/Yde8395syXYGoXPzLAqY8kRO\/biya+DcOwm+7Nhb4V3oedWG3qqBM0fuomalZus8+pcbJB5VWzXAvpqs9J3Z5U7MybjQ\/OPDl5aUbTx7cLVR2Phphe3mwMaz4RkvZc5r10vbQL3dEqkh0nW1XO\/pYz9rmp8YpToi5w98Ec8jOhl8y5cdWZ2u9rDp7Ox+D\/6rW+UVnzia5ufgVlw2H4xxpLZhViZvQWy3dcLEy2v7hy+j6e5vOMEYR0qj20sDvs6AB7S4iUfVTmlU9XinSAm3bMEe5L\/VS2m+X1Njwzm9Xtf2dH8Y7DooeSnXcbQ+L5qplOof8bxARERERERElBiDF4lUSxV4rVMtY2OD9z7UOjWFn2JTKlMWafPOk0o3pojc8jEU6vSGMuZdgxSpX2ni2+EdKFVqeamItKRyzMOxGsZ9Rb5WpFmRs0eQCilPqmum5NyW8LMWShgbjux1TOncVoVP+lBi15P2fnac2B60+BgKJW5NJ5sZJ74tdbecNf4CggK1wU4Dp35idC5qPFOocmryzZ1io6pcMfE0Jv54fjLxC0z88YwT7zGxUidMnCTrYvuPifmuIzEFTbJMrEK0A7pIAb\/bZuL40mk860v6deIcE8dhWWiWEbB0ICuSZeJkpTWUXfhSsg4gL0UmTpQlRRTzTxuxDSD7co27VeGDVOLISQ6uCV9RLAC6JjkmTsokqIW2A58IfOtSZOIEZaXvz299KnFHxHqRmDc8Yr2IU0BV9KnElkgKUw6YOI516QMwxZ5KDCZOUEryfryK1AAURHQmTpi+NYnZkge\/91PaAhMnZ0fW\/bRZkYoepg1SF5g4GQXRrNSOJmNNjD29de6Lhmmrntwx8XLSoslEO0hYlP5kJ\/pMnBDxFTuWKSvw5UQs6EXRdCZOSKrfKUQDERyStQtNpAMmTlZ0SNsW3w5eJd5h4ribvIKJQj\/dT4GJE3e5fjJzT5g4CUz8V+16cs\/fV5rGxB\/PbpWJFSqtpIciYp6CFDmSJzcgNW7TK6m7loh8Balz7MlY8xsopCBxU0ScLEiRT54crhZF5B4UUJK4UT\/kWESUJAZuOBbKPEwS4xPHIqQqMYxgLC5ByhJPxqLCd3qJK3hyESQOx2IHlKxCPkoM44Jjkbxvk8ShHxwLKEjcbyByPORYqEwcjQUfjpdo4qMocTQWI1DSiTkWqlyOE\/fwgtEXkTTHIrHEZ0FijoUq11Hi12NxB1KXGJlgLPj06PhqYeLXOiKi\/QTFT7zRw5\/tciwSTcyxCClLzLFQ5XOYmGMRUpB4vYcZMkci8pVjsTwrTMyxmEF1Yuy6IrIGipmYY6HKfpj4\/bEwT0DLJf7yiDGOhSr21nyJUQrG4jNIQeLQLcdCdWKkOBaqE6N0JiIDjsViHsPEHAtVelsyCBJzLEIqEtvwLTQWFmhejS35GiRecCy2QYsm5lg8+ScScywWogeJF3bFsVCdGKttjsX8idM2lqAHY8E\/9vie1EpTRPJZ+JYZiyrHYra0THTgW24sVkBvs0SkqUk+KLz0WHzhWMyQSqHUlqYN3\/Jj0QXNkHlOzLF48q8lhr7BsZgzMccipCDxpo14Vrc4FjMYCSRGIxgLG6QgcWhPRDyOxVuJyzbiO\/DHIgd6rR4m5liE\/tnEHAt1iSMHeY6FwsTRWKxzLF4IE3MslGlLcR9jHAtl3GQTo7Huj8Uj6FVijoUyrgyDxByLZx8gMXrBWPRAShJHY5E\/APmGYWIFY7EHChK7YWKOxcRHSQzkOBYTRWWJ0fU4FooT4zEYi\/\/+L7O8TMyx+NXenbclqoZxHL9vFhcQEcUt9y3UrMzMOqWWjZbz\/t\/Q4QEN9FSnVPRh+fwz49VcTX0v+A1ZIwenYHkzcTAWh6Y6mxhiZCzqvh4LPbEI24KxOGzi5ieJg7FwV2KIDX09Fo2is4mtsWj6dSwaxbgIzmtlEfEFfOmbxMFYuCsxQIiMRQn8p1FMf5k4GAu3JYYrYyx8d9vpwpESW2NR9ttYFIpZEY6n7cOxOGJiaywefTUWP0kcjMVe2KMnhnbUX2PBFqMDOLKrro\/GInLWKHJtJgVHVvHNWDROccd4ayz+gPeFCkoCMYFjODrRGIsU+MDo+FtsHwsGvO9XiYOx2EW3yP0qcTAWv9Y96YFExiLp9bHoFovXcDoPPhiLbjEzgBMakLG49fRYDHdKHIyFqxKbY1EFzxomTp4YBiNPj8UwkTh5Yo+PRY2KxJ4eCz0xFXf2yRljEQEPqiWKVCRejUUPvIeexLDkvDkWFCU2x0Lz3FjUKUoMMEfEC6+NRT2BFCX25FhQlhhyrOfGgrbEHhwL+hKbY\/EGnvFIX+LVWITBI\/TEM6COMRZ34A10JobnjHfGQk88BQrNyFhMPDEWt5QmBuggouKFsdAT3wOdvDIWFCd24Vi0pRb8h0ZxYteMRbtm3e5H4d2VGP4hY\/EKlGNRBCLeZBRUYMskg3Ie6DVlEbFP91jwiIzxK6cAr6DkssSrsbgBigmrxBIKADJyvNsS0z8W8VXieBx0NRLarp\/Bd8oTw7RAxoLaj7KNZmIZO+YxrbkvMcCC5rFQOMVIXMW2ucxNNyYGIUHtWFRRYo3EHRTN5ChuJ75xQWJ6x0Lm4sAZiVkEAwlu9+SSxOZYqNSNhYCcDCwKnkhsjsUY6MLURDIRtY3E\/HbiO5ckhntjLIA+bURbYkRwbWJaxwJkRBmghqL5gHVzYlqvLBAZ49ICdBpWYcPCXYnNsXgCyhiJeQ5lABE5\/j+Je3Qlzkf486vc\/fsdGJi19aMaGYt3oAqLsnl1IQlNlGDDQ6OIXa368SmE1sAg6ayHjBSyPYLQfNG\/rQ+7FfON7MrqHbErYGAbSjkezeDqjbgCBlxZ\/S2bb2Q\/eSN1VxZyFQgBddpmYLR8+smzP\/nkH+1v3H5Hq8Tf\/i0XOySeA43EqsSAxaye3j\/x6CeJE9F0WWkUPj\/EV0KbpwN8cl4xIWLinrvfMK\/XnSJqIWL1yb9Ux8Ky3Sp9MYQmMPTe73Ni7CwVhmNj3JNY18kgQ\/f3FILEP+LrxPMMllyXWJQkEVxjzrkwsbsEibcFid2nEiR2GEl8HSS2CxIbGEkA13BnYkQWjidy9xwkdtZZtbGE3YU4bAWJvxfujQqlIPHezoUlfCUllG9jQeI9XS1UCb40eGq+Bon3cy4lK7nvpqIwmgaJ9yKroxx84+wyXYUdSRy23ZgY4ZAiD+VqHizh2Nb0hhl1NPNV4j1Feq9bO1G56IGFF9h6CzaIT00BdnOpJ\/bUqz\/8RGzO5sAuN1RF+JDvJblmfbNK+PqiHiT+OfH24gbsbprDsG14X+Lzmrq1zbLS4HdO\/OC7xIPHzZcJiCyzFbBcPV08P6pb05urq9Mg8Q+RXBe9zSmOCxsPy1KhsFVFnChykPjHcrUkAzZX\/Y3kkYdoMjsBfyfusMpeiYfJlnzzdb5BvxgfHyzxC4dL9yVmEWFH5+NKpd\/k2EZ98GW+cKmcqfe2E6uznRM\/+yqx2GHZRjRT6DynbP++JUtgd5POxhudEtjMut3IjomjPkscmd7cLNV4NWYVBr6a\/gOw8XghDLNsy179ogO7+ePWxPxePwdefgCbfCk6AZvZSJFT8ktagw+Rf8rC7on\/cWViZp\/Ejebz9rNAYAm30k9hgOmwYZvrvnLjq8SdPROrTQHsRE2N2a\/hktdb\/whG2smnlK8SS\/slltXsy9ZzlfbmU7ZBck4Lqmh9PUiq76YaRcF9iRlJEvcaisTt1lPujT584EvXcDa+rWe1sPWMfSjlr8R7EjUckXAl29fMSslWPAznl9ls7X39uJScxCBI\/Atnl5gsAT+uDT6i3nWHMtiEB6XSNA+m\/F09Bzt782PicE\/h+vzVk+3rtUirMGx\/uQWpKQSJfye2wKTAqLWIrWK7oFyCA0jisf8Sh99vE0m1PAabVGn+BwxBYp3IMPx+jeXQbf\/tHGDre6JOeHVl4h9cF6datcvBN43Pc4Mz+JxrEk\/B7uiJY4titvtGwy3TSeIUOCCCBXAKSSzB91LLMhbjdQq+9zuO4qsjic9QBccI\/58Y+NZtFBMX\/ZPfl76a5oad+bxiCukk3aXhRfdHV9W96V6JMSGY\/tE9Py+Xywddm2gR18Qzxks6hmF6xJ3uhnh\/l4l73XQ6nc1mOd1gMBDFq6urGPH3\/PyM4IlUKhUhwrp8Pv+b\/9sYngndBGbUyj2c1HQU3ZD9kLbELU1T2ZLccLGWxKKypm5obCpsYC2jta7N0FBATNbqpkfdrU7TtMlk0ieeDIvFhG1mEKPsywBO6F5Flyp+SFgyFo7IFMmfTNdPuRapXovQz\/EHYrl81unnv2AaE6\/Em66q+6N7IS4N5DVBDBXTfD7vEItHLC4WT4Y+oR9hmqbdEvphVzfUDENDVzfSsbqCoWFQDYrOODdMacSofi7pZ1Wa0M+5qMnIqksQJD8STekKTixvClsiaykLbzmznJv+\/v0bs+iz+oAoi6bBSm5ttjI13X+QLe+mmw93lp6FWSttuiYe+lFEzC5Kf8GTEBk4qVTpKZlA7rF9RdeLHx1OHUNwQvlcReEwMxrnvPuzvQ8owAnFKlEsqq+yZ28vTRLX4ZRiCyxf3ng58MmF5XHpDE7Fq7cN35RP5eFUGESWddF\/03YjrYaICgScInCIVSHupteIcpkOch1sgoyci14kylUEVGTgagBScBg7g+fWB6+ITXDWTAix\/rh42VC1jl0FRXAOEyogohoC37F17aAAjkkionJ5B46RqT0\/UIG1tpNjjGlHE7Q5REUGGjGoWb93MDGDLDiJYTtx5KhszGDHNstVcIrgRGLrmSWxCsAr2KThpyS28bahiKMMTqlhh5FacGAMIgNEnAOdQudlJ4sCmCQnz2U0cAIc1ATNj15GzSzO0XgYyxwK69+I4BQGdQoiMof92C8wZM6QAASLVD6Z1eZQMgtL4BiRQ40HUcEaHFAIn8zEEjJAtLEGNNLjNlkWsQMOEmXzaMODFq5vJeaRAyqJNUSMt8FZB08cwgVsJQYWqf0ChBHhGDRkD1iYBTcldlibXy9yFQ6lq5KkZmJtXVZBvz4hixoQ7MEvqhQzcWeVmME4+FTNSKshCnBYuDkUCp0XbcfQRrbF1By4aBmZiQXzPVeRBd\/SkNDg0PrIAKzv3SdR+jzQkXQ4jAtwcCFMra8G2SZyfr2cOAqBQ2T9fAwfw8n6\/gv0EtQb4gruhQAAAABJRU5ErkJggg==\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. 5 m &ndash; 2 m\/s","B. 12 m &ndash; 9 m\/s","C. 30 m &ndash; 3 m\/s","D. 1 m &ndash; 10 m\/s"],"correct":"3","level":"3","hint":"<p>Qu&atilde;ng \u0111\u01b0\u1eddng \u0111i \u0111\u01b0\u1ee3c c\u1ee7a v\u1eadt l&agrave;: &nbsp;<span class=\"math-tex\">$s=\\triangle d$<\/span><br \/>T\u1ed1c \u0111\u1ed9 chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a v\u1eadt l&agrave;: &nbsp;<span class=\"math-tex\">$v=\\frac{s}{t}$<\/span><\/p>","answer":"<p><span style=\"color:#27ae60;\"><strong>Ch\u1ecdn C.<br \/>Qu&atilde;ng \u0111\u01b0\u1eddng \u0111i \u0111\u01b0\u1ee3c c\u1ee7a v\u1eadt l&agrave;: &nbsp;<span class=\"math-tex\">$s=\\triangle d=|10-40|=30(m)$<\/span><br \/>T\u1ed1c \u0111\u1ed9 chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a v\u1eadt l&agrave;: &nbsp;<span class=\"math-tex\">$v=\\frac{s}{t}=\\frac{30}{10}=3(m\/s)$<\/span><\/strong><\/span><\/p>","type":"choose","extra_type":"classic","user_id":"147","test":"0","date":"2022-10-13 14:03:08","option_type":"txt","len":2},{"id":"5777","mon_id":"1158790","chapter_id":"1158795","post_id":"6316","question":"<p>\u0110\u1ed3 th\u1ecb d\u01b0\u1edbi \u0111&acirc;y m&ocirc; t\u1ea3 chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a 2 xe, h&atilde;y x&aacute;c \u0111\u1ecbnh th\u1eddi \u0111i\u1ec3m 2 xe g\u1eb7p nhau. Bi\u1ebft c\u1ea3 2 xe c&ugrave;ng xu\u1ea5t ph&aacute;t l&uacute;c 7 gi\u1edd s&aacute;ng.<br \/>&nbsp;<span class=\"svgedit\"><svg height=\"299\" width=\"350\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"301\" id=\"canvas_background\" width=\"352\" 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=\"299\" id=\"svg_1\" width=\"350\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. 8 gi\u1edd 30 ph&uacute;t","B. 9 gi\u1edd","C. 9 gi\u1edd 15 ph&uacute;t","D. 11 gi\u1edd"],"correct":"2","level":"3","hint":"<p>D\u1ef1a v&agrave;o v\u1ecb tr&iacute; 2 \u0111\u1ed3 th\u1ecb c\u1eaft nhau \u0111\u1ec3 x&aacute;c \u0111\u1ecbnh th\u1eddi \u0111i\u1ec3m 2 xe g\u1eb7p nhau.<\/p>","answer":"<p><span style=\"color:#27ae60;\"><strong>Ch\u1ecdn B.<br \/>Hai \u0111\u1ed3 th\u1ecb c\u1eaft nhau t\u1ea1i th\u1eddi \u0111i\u1ec3m t = 2h, n&ecirc;n sau 2 gi\u1edd k\u1ec3 t\u1eeb khi xu\u1ea5t ph&aacute;t (t\u1ee9c 9 gi\u1edd s&aacute;ng) th&igrave; 2 xe g\u1eb7p nhau.<\/strong><\/span><br \/>&nbsp;<\/p>","type":"choose","extra_type":"classic","user_id":"147","test":"0","date":"2022-10-13 14:04:38","option_type":"txt","len":2},{"id":"5778","mon_id":"1158790","chapter_id":"1158795","post_id":"6316","question":"<p>M\u1ed9t &ocirc; t&ocirc; xu\u1ea5t ph&aacute;t t\u1ea1i A l&uacute;c 9h s&aacute;ng, \u0111i \u0111\u1ebfn B l&uacute;c 9h15 s&aacute;ng. Coi chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a &ocirc; t&ocirc; l&agrave; chuy\u1ec3n \u0111\u1ed9ng th\u1eb3ng \u0111\u1ec1u, \u0111\u1ed3 th\u1ecb s &ndash; t m&ocirc; t\u1ea3 qu&atilde;ng \u0111\u01b0\u1eddng chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a &ocirc; t&ocirc; nh\u01b0 h&igrave;nh d\u01b0\u1edbi. H&atilde;y t&iacute;nh \u0111\u1ed9 d&agrave;i qu&atilde;ng \u0111\u01b0\u1eddng AB.<br \/>&nbsp;<span class=\"svgedit\"><svg height=\"291\" width=\"352\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"293\" id=\"canvas_background\" width=\"354\" 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=\"291\" id=\"svg_1\" width=\"352\" x=\"0\" xlink:href=\"data:image\/png;base64,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\" y=\"0\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["A. 60 km","B. 25 km","C. 12,5 km","D. 35,5 km"],"correct":"3","level":"3","hint":"<p>C&oacute; th\u1eddi gian &ocirc; t&ocirc; \u0111i t\u1eeb A \u0111\u1ebfn B, d\u1ef1a v&agrave;o \u0111\u1ed3 th\u1ecb, t&igrave;m t\u1ed1c \u0111\u1ed9 chuy\u1ec3n \u0111\u1ed9ng c\u1ee7a &ocirc; t&ocirc;, t\u1eeb \u0111&oacute; suy ra qu&atilde;ng \u0111\u01b0\u1eddng AB.<\/p>","answer":"<p><span style=\"color:#27ae60;\"><strong>Ch\u1ecdn C.<br \/>D\u1ef1a v&agrave;o \u0111\u1ed3 th\u1ecb, ta c&oacute;: &nbsp;<span class=\"math-tex\">$v=\\frac{s}{t}=\\frac{100}{2}=50(km\/h)$<\/span><br \/>&Ocirc; t&ocirc; \u0111i t\u1eeb A \u0111\u1ebfn B m\u1ea5t th\u1eddi gian t&rsquo; = 15 ph&uacute;t = 0,25 gi\u1edd<\/strong><\/span><\/p><p><strong><span style=\"color:#27ae60;\"><span class=\"math-tex\">$\\Rightarrow AB =v.t&rsquo;=50.0,25=12,5(km)$<\/span><\/span><\/strong><\/p>","type":"choose","extra_type":"classic","user_id":"147","test":"0","date":"2022-10-13 14:07:33","option_type":"txt","len":0}]}
Giới thiệu  |   Câu hỏi thường gặp   |    Kiểm tra   |    Học mà chơi   |    Tin tức   |    Quy định sử dụng   |    Chính sách bảo mật   |    Góp ý - Liên hệ
Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
  • Lớp 4
    • Toán lớp 4
    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
  • Lớp 2
    • Toán lớp 2
    • Tiếng Việt lớp 2
  • Lớp 5
    • Toán lớp 5
    • Tiếng Việt lớp 5
    • Soạn Tiếng Việt 5
  • Lớp 3
    • Toán lớp 3
    • Tiếng Việt lớp 3
    • Soạn Tiếng Việt 3
  • Trung học cơ sở
  • Lớp 6
    • Toán lớp 6
    • Vật Lý 6
    • Soạn văn 6
  • Lớp 7
    • Toán lớp 7
    • Vật Lý 7
    • Soạn văn 7
  • Lớp 8
    • Toán lớp 8
    • Vật Lý 8
    • Hóa Học 8
    • Soạn văn 8
  • Lớp 9
    • Toán lớp 9
    • Hóa Học 9
    • Soạn văn 9
  • Trung học phổ thông
  • Lớp 10
    • Toán lớp 10
    • Vật Lý 10
    • Hóa học 10
  • Lớp 11
    • Toán lớp 11
    • Vật Lý 11
    • Hóa học 11
  • Lớp 12
    • Toán lớp 12
    • Vật Lý 12
    • Hóa học 12
  • LuyenThi123.Com - a product of BeOnline Co., Ltd. (Cty TNHH Hãy Trực Tuyến)
    Giấy phép ĐKKD số: 0102852740 cấp bởi Sở Kế hoạch và Đầu tư Hà Nội ngày 7/8/2008
    Giấy phép cung cấp dịch vụ mạng xã hội học tập trực tuyến số: 524/GP-BTTTT cấp ngày 24/11/2016 bởi Bộ Thông Tin & Truyền Thông

    Tel: 02473080123 - 02436628077  (8:30am-9pm)  | Email: hotro@luyenthi123.com
    Địa chỉ: số nhà 13, ngõ 259/9 phố Vọng, Đồng Tâm, Hai Bà Trưng, Hà Nội.