Ci-dessous, les différences entre deux révisions de la page.
Les deux révisions précédentes Révision précédente Prochaine révision | Révision précédente |
6eme:seance_2 [2024/09/18 17:43] – [2. Correction de l'activité 1 de la semaine dernière] physix | 6eme:seance_2 [2024/09/25 17:39] (Version actuelle) – [2. Correction de l'activité 1 de la semaine dernière] physix |
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{{youtube>https://www.youtube.com/watch?v=_LE5dbaRHZg}} | {{youtube>https://www.youtube.com/watch?v=_LE5dbaRHZg}} |
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Le glaçon fond sur le métal plus rapidement que sur les autres matériaux. C'est un excellent conducteur thermique. | Le glaçon fond sur le métal plus rapidement que sur les autres matériaux. C'est un excellent conducteur thermique. |
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g0KVC1co5Mv3O+FK6ulGr9y3ecWiQgVSZOmy85k1MlQV11ad0mpyI16wrU5py5kr+8TKr2BpoSpxYjSB6eJTn35kjmwOPhovJpdfXp5wVSpjdGtaVPliz8bJ5khPSgRiqezZXcuYuk6N3KxmWqq0uZg5pfvltqqqTkyTzJeWyhlK6rqu27qqRrgiRdMEImTMuRnLHJEtfUPUEmhh+9a0HtKd9YLVWBwThuNXScZNwypfk2cZ4jgAACCCCAANPeOAcQQKB1AsHLTCffu0HKb1fT1pzyqNtLKHhhA6e0jXYggAACCCCAgOUCXPmxnJwKEfCSgLop/yp1U/7yQJ8mFByThdc5p391V6UaLY3tnCbSEgQQQAABBBCwUIDwYyE2VSHgDoEqKbpPTUNbVSolq3rI9NeWyZR+TbR8R76MTJwkRfo9OyNkwVcrJKtrbHv50We75ey+PQxUErp6W1y/NJnyUIHkjU0w8FwOQQABBBBAAAEvChB+vDiq9AmBVgmELrEcP36hVCyaoN/fE/I4XCWLJiTLxGeqA/959ALZX5jVxFLMrWpQ/ZOffe1jefrldfL4baOke9eOBgutkarn1aIBGfOlQm1nmldZKtObCnMGS+QwBBBAAAEEEHCnAOHHneNGqxGIrcC6eyRlcE7tfjiqqoRUmTJNBYi0NEnvWilFy9UVlLnzpayqthlqyefcNeUyY2DsmvXof9+Xl1d/KrMnXSYDTz8puooOF8qkHmMkXy2o4LSpedF1hKMRQAABBBBAoDUChJ/W6PFcBDwsYHiJ5V5pkvd8Ufgln03y+d2TJbJzz36ZlZUuPbpFWKlNr7NKCn49XZZo4WxvpZQsV/vhaCvJ9ZogSyoXSmaMpuYtXvmhXHDWyQan5ZmEQzEIIIAAAgggYFiA8GOYigMR8KFATYUU3JsreU8XScXm0CWfE85KkYk350l27ZLXsdDZ+WWNzFzwhpzaq4vk/OjSKKpQG54mqw1P1wWeElg6O1vy/jxdRsTwlp8///tdef7NjZLYs4tkXJok11zST+I6NLUedhTd4VAEEEAAAQQQMEWA8GMKI4UggIDZAh9U7pCZ+cUyWgWIyWPPM7t42b7ra7n7ryXyi8wLJPmMnqaW/793N8vzb1XKa+9vkYxLAiHownNOMbUOCkMAAQQQQACB6AUIP9Gb8QwEEIixQFHpJnXFp1h+O3GojL3szJjV9q//rZcV6j6ih6dfGZM6dqipes+/WamC0EZV/jEV5AJBqHd855jUR6EIIIAAAggg0LwA4YczBAEEHCWw6OUK+esL5TI76zK5ODmGc9Rqe/2rP62UoQMTZeKoGK7WoOoq/ehz/WpQoQpD3zjvND0IffOCPo6ypzEIIIAAAgh4XYDw4/URpn8IuEjgwcXvSNn6zyV30jA5/ZRulrR8w9ZqueHuQnlm1lhL6jxw6Ih+NahQBaGqnfv0K0GjL+kvSYknWtJfKkEAAQQQQMDPAoQfP48+fUfAIQIHDx/RFzY4Jm1k9k3p0rHDCZa27K8vfCDvf7JD5kz5pqX1rt+8W5aVaNPiKuWs0+JltFokQbtHqG3bNpa2g8oQQAABBBDwiwDhxy8jTT8RcKjAZ59/pRY2eEMG9+8t0793oW2tnHz/S5KR1l+u+8ZZtrRhubr3SLsipF35ukYFIG21uMH9e9nSFipFAAEEEEDAqwKEH6+OLP1CwAUCq9ZV6Vd8fnBVivqTbGuL12zYIf/voZWy+O5rpVf3Tra1ZeuOvfoCCVoQ6tKpvb7anXZ/UPeuHW1rExUjgAACCCDgFQHCj1dGkn4g4DKB50o2yD1/e0tmT7pMrrzwdEe0/uF/vyfbdu2TWWrqnRMeb5Zvq10trlKuvjhJD0Lpg051QtNoAwIIIIAAAq4UIPy4cthoNALuFljw3Br9XpdZWemOm9o1YdYyuXH0IBk19AzHIH/19UH9viBtA9U9+w7Ub6Dap7c1i0I4BoKGIIAAAggg0EoBwk8rAXk6AghEJ3DPU2+Jdp+PtpR173j7ppc11Wrtaot2RUqb/tapY7voOmfB0R9U7qwNQpVy3pm99UUSrnJQULOAgCoQQAABBBBosQDhp8V0PBEBBKIR2LP3gOSohQ16nthJfndjWjRPtfzYvH+sliNHj8lvJgy1vO5oKgxsoFop6zbt0u8L0oLQwNNPiqYIjkUAAQQQQMBXAoQfXw03nUXAHoGPPtstOWphg+GpfeWW75xvTyOiqPWg2otn/F3P6eHHDffYbNr+Vf0Gqr3VYg1aCNL+dHbglasohoFDEUAAAQQQMF2A8GM6KQUigECwwKvvbdaDz6/GD5HMywe4BmfFO5vksaXvyz9/d61r2qw19PX3t+gbqL5S9plcc7FaKU6FoKEDE1zVBxqLAAIIIIBArAQIP7GSpVwEEJBnVn4kD//nPclVK7q54QpKwyG7+8kS6dk9TqZmprpuNHd/VSOFaoGEwjc36FP4tCCk7R10co/OrusLDUYAAQQQQMAsAcKPWZKUgwACIQJ/WlImJWrxgNlq2egzT4t3pc7urw7I+DuXSt6Uy+WCs052ZR+0Rmsbp9bdH5Q26DQZrYLQ8CF9XdsfGo4AAggggEBLBQg/LZXjeQggEFbg2DGRmWphg301h/QrPl3i2rta6r9vfCL/fu1jeeK3V7u6H1rjDx4+UhuCNuor7mlXgrQrQm4Np64fEDqAAAIIIGC5AOHHcnIqRMC7Att27pOZ6v6eAX3i5TcTL/ZMR297+FVJOeMkuTFjkGf69PGW6vqrQf0Suuv3BmlBqH27tp7pIx1BAAEEEECgoQDhh3MCAQRMEXj34y/04DPuigHyk2vONaVMpxSy+Yu9+vS3v80YrQc7rz2KSjfpQeitiqr6DVTdPM3Pa+NDfxBAAAEEzBMg/JhnSUkI+Fbghbc26lPdZmWl6/vNePHxjxUfSvHaLfLQ/xvhxe7pfdq+6+v6JbM7tj8hcDXokn5yUrc4z/aZjiGAAAII+EuA8OOv8aa3CJgu8NcXytWqbh/KbHV/T+oA9y4KYARmyoNF8s0L+sj1w882crirj1m1rkqtFKc2UVUrxo28sK8ehIYNPs3VfaLxCCCAAAIIEH44BxBAoMUC9z+9Wj76bJd+xefUnl1bXI5bnvjhpt2Sdf9L8szd10pizy5uaXar2vm1WriiUF3Z06bF7dyzXw9B2kIJfU/u1qpyeTICCCCAAAJ2CBB+7FCnTgRcLqB9IdY2Lu3UsZ1+xadtmzYu75Hx5i94bo1oiwX8/qffMP4kjxxZ8ekufVqcFoSS1QIQWhDy6jRHjwwZ3UAAAQQQaCBA+OGUQACBqAQqt+3Rg88lyYnyy++6b/PPqDrbxME/ue8F+e43z5Zr0/ubUZwry3jxbW0D1Ur5YOPO+g1UU/r1dGVfaDQCCCCAgH8ECD/+GWt6ikCrBUo+2KoHn59+63xf3PfSFFjpR9vlt4++Lv+aNVZO7NKh1a5uLkBbCa+wZIN+RajHiXFqA1V1NUhdEerayd37O7l5TGg7AggggEDTAoQfzg4EEDAkoG30+eDiUv3+Hu2mf78//vivUvly30GZ+eNL/U5R3/831mxRIWijLF/9qWSoVf+0leIuSUnEBwEEEEAAAccIEH4cMxQ0BAHnCjzyn/ekqPQzmZ11mZxzeg/nNtTilml7//z8ugtkeGpfi2t2dnXVew/Ub6Bac/CIfl+QFoT8skiEs0eH1iGAAAL+FiD8+Hv86T0CEQXu/kuJ7Kjery9sEN+1Y8Tj/XTA6+9vkbmL35HFavW3die09VPXDff1/U++0IOQtmLc0IGn6EFo5IWnG34+ByKAAAIIIGCmAOHHTE3KQsBDAjvUssYz1f09fXp3kxk/usRDPTO3K/f9/W3p2OEEmXb9heYW7LHSjhw5qk+J0xZJ0BbNqFspbkCfeI/1lO4ggAACCDhZgPDj5NGhbQjYJKCt4JXz+OsyJq2/TLp2sE2tcEe1+9Sy39r0t7tvSldXNhLc0WibW6mFH30DVbVIwmm9ugb2DlJXhDq0P8HmllE9AggggIDXBQg/Xh9h+odAlAIr3tkkM/PfkDt+cImvl3KOhu0Ftezzwpcq5Kmc0dE8jWOVwCvvbtanxWmLJdRtoJo64GRsEEAAAQQQiIkA4ScmrBSKgDsFFr28Tv72YrnM1q5iJHMVI5pR1JYA73tyN7UM+HnRPI1jawW+UPeV1W2g2rZtG3VvUD8VhvpLT7V8Ng8EEEAAAQTMEiD8mCVJOQi4XEC7cf+9j7+QXLWwgfYlnkd0Ap/v/lrG3/WcPDxtpLDZZ3R2DY9+58PtgWlx6s831Up6WhC6/HyWV2+dKs9GAAEEENAECD+cBwj4XODg4aP6wgbHjh3Tgw/3XbT8hFjyv/Xy0qqN8mj2qJYXwjPrBbRlsgvfVBuoqhD0+e79+rQ4bcnsfgknooQAAggggECLBAg/LWLjSQh4Q2DT51/pwef8s3qzWplJQ3rrn16RC885WX5wVYpJJVKMJvDhpl36tLjCNzfKOX171Aehtm3aAIQAAggggIBhAcKPYSoORMBbAqvXbZcctbDBD69Klomjkr3VORt7s2HrHvn+3c/pe//0S+huY0u8W/XyVZ+qfYMq9WmadRuoDu7fy7sdpmcIIIAAAqYJEH5Mo6QgBNwj8FzxBrn372/J7KzL2HAyBsOmLRrx7vrPZe7UK2JQOkXWCWzdsbd2yeyN0q1zez0IafcHndiFzXg5SxBAAAEEwgsQfjgzEPCZQP6ytfJc8ScyW93fMyiJX8tjNfyTH1iu711z3eVnxaoKyg0SKPlgW/1qcVoIylD3B116biJGCCCAAAIIhAgQfjghEPCRwD1/e0s2f/GVHnx6de/ko55b39W1lTvlF/9XpE9/6x2PtVUj8OXXB/UFErT7g75S/7suCJ2qNlPlgQACCCCAAOGHcwABHwjs2XdALWxQLCed2FF+d2O6D3rsjC4+8p/3ZMuOfWp6IeZ2jMjayh0qCG3Ug5C2qId2JW7U0DPsaAp1IoAAAgg4RIDw45CBoBkIxEpAWyVrZn6xjBjSV3727fNjVQ3lNiEwcXah/Piac+UqvnTbdo6oVdzrp8R9+NluNSVObaCqgtA5p59kW5uoGAEEEEDAHgHCjz3u1IqAJQKvvrdZv+Lzq/Gp6t6TAZbUSSWhAm+Vb5NZf31Tnpk1Vjp3bAePzQKfbv8ycDVITY075aTO+r5BWhDqxNjYPDJUjwACCFgjQPixxplaELBcYPHKD+XR/76vNi4dJmnc+G25f3CFc/6xWg4dOSq/nXixre2g8lAB7ccBLQS9+t4WtW9QPxWEkuSic06BCQEEEEDAwwKEHw8PLl3zr8CflpRJyQdb9eDT/1T2mrH7TDh4+Ihcf9dzkv39i2TY4NPsbg71NxDYuWd//Qaqx9QcudFqpTjtitDJ8Z2xQgABBBDwmADhx2MDSnf8LXBUfXGbueAN2X/wiOSqPXw6xzHNyilnRFHpJnnkP+/rq7/xcK5A2Uef6xuoaleELlNBVQtCV1zQx7kNpmUIIIAAAlEJEH6i4uJgBJwrsG3nPrWwwRsyoE8P+c2Eoc5tqI9bdvdfSuSkbnHyi3GpPlZwR9cPHjpSH4K2qM1U65bMTkrkSqo7RpBWIoAAAuEFCD+cGQh4QKBs/ef6FZ/xw89RK4uleKBH3uxC9d4DMv7OpXL/LZdL6oCTvdlJD/Zq/ebq+tXitPCjbaCqXRE6oW0bD/aWLiGAAALeFiD8eHt86Z0PBF54e6MefLSNS6+5uJ8PeuzuLj5XvEEKXl0vT/z2and3xKetX/HOJj0IrVq3Xe0bpFaKUyHovDN7+1SDbiOAAALuEyD8uG/MaDEC9QJ/ef4DWfK/9XrwuUBt4sjDHQK/fvhVGXjGSXJTxiB3NJhWNhKo2rWvfgPVuA4n6NPitCAU37UjWggggAACDhYg/Dh4cGgaAs0J/GHRKlmvNmzUgk9izy5guUhgyxd79elvf51xjX6PFvv9zOQAACAASURBVA93C7xdUVW7WlylvpmtdgVWWyyBBwIIIICA8wQIP84bE1qEQLMC+/Yfkhy1sEGXuPYyKytd2rbhvgM3njL/KPpQ3nh/i/zpVyPc2HzaHEZgX80hfZW4wrc2SvVXNfrVIG3J7L4nd8MLAQQQQMAhAoQfhwwEzUDAiMCGrXskR93fo21ayophRsScfczU/ytS+/6cKt8fOdDZDaV1UQtUfLpLlpVs0K8IDe7fWw9CV198RtTl8AQEEEAAAXMFCD/melIaAjETKF67VQ8+t3znfBl/xdkxq4eCrRP4SE1b/Ml9L8i/Zo2VU3t1ta5iarJUQAtA2hUhLRDpG6iqaXEp/Xpa2gYqQwABBBAICBB+OBMQcIHAs699LA8ufkdy1f09l5/PhosuGDLDTcxftlY++myX/OFnlxt+Dge6U2DT51/pIUj707N7Jz0IjVZBqEun9u7sEK1GAAEEXChA+HHhoNFkfwk8/O/3ZGXZZ3rwObsvN8d7cfRvvO9FyfzmABmb3t+L3aNPYQReX7NFD0Ha0tlaCNL2Dho6MAErBBBAAIEYCxB+YgxM8Qi0RuB3T5bIzi/368GnexeW0G2NpZOfW/bR5/KbR1+VxXePZalkJw9UDNq2Wy2M8LxaIEELQgcOHanfQPWUHp1jUBtFIoAAAggQfjgHEHCgwBfV+2WmWtFNWyVqxg8vcWALaZLZAg/9q1Sq9x2UO398qdlFU55LBN77+At9gQQtCF2cnKBfERox5HSXtJ5mIoAAAu4QIPy4Y5xopY8E1lbulJlqYYMxaUky6drBPuo5Xb3+rqVyy7cvkOFD+oLhY4HDR47Wb6C6sWpP/QaqZ50W72MVuo4AAgiYI0D4MceRUhAwReBlNf9fCz4zfnSJXJvG/R+moLqoEO0+kDn/eEdNf7tW2rdr66KW09RYCWjL22tXgwrV1aC+vbupq0H99CtCHdqdEKsqKRcBBBDwtADhx9PDS+fcJLBweYU89WK5zFb393Djs5tGzty2/n7h2yr4nCDTv3ehuQVTmusFXlELn2gbqJas3aLuDeqvb6CaOuBk1/eLDiCAAAJWChB+rNSmLgSaEJjzz9WyZsMOmXVTupx+yok4+Vjg65pDMv6u5+Sun6Tp933wQKChgHZPoLaB6gtvb5R2J7QNTItTQeikE+PAQgABBBCIIED44RRBwEaBg2p1pxy1sEEb1YbZk4apqSxMdbJxOBxT9YvqS+3f1FXAhTMzHNMmGuJMgVXrqgJ7B6mpccPV4ggZKggNO+80ZzaWViGAAAIOECD8OGAQaII/BTZt/1Jy1P09qQNOkVuvH+JPBHrdpIB279dpvbvKz759PkoIRBT4+sCh+kUStCtDWgjS7g06/ZRuEZ/LAQgggICfBAg/fhpt+uoYAe3XWi34/Piac2XClQMd0y4a4hyBz6u/luvV9Ld5vxohg5J6OadhtMTxAus27aq/GnTO6SfVByHHN5wGIoAAAhYIEH4sQKYKBIIFlr7xifx+4Sp9YYMRLGnMydGMQMGr6+UFdYP7Y7eNwgmBFgm8tOpTPQi998kXgQ1U1RWhc5N6tqgsnoQAAgh4QYDw44VRpA+uEVjw3Bp9ydrZWZfxBcQ1o2ZvQ2+d94oMUSt6/fDqFHsbQu2uFtjyxd76JbO7d+mgT4nTglC3zh1c3S8ajwACCEQrQPiJVozjEWihQO7f3pStO/bJrKx06dW9UwtL4Wl+E9hY9aWMv3OpvvdPUmJ3v3Wf/sZAoOSDrepHmI3y4tuV9RuoXpqSGIOaKBIBBBBwngDhx3ljQos8JlC994C+cakWeO66Mc1jvaM7Vgj8/aUKKf1ou8ydeoUV1VGHTwS+3HdQ7RukVopTV6P37T9Uv4HqqT27+kSAbiKAgB8FCD9+HHX6bJmAduOxFnyuvOgM+em3zrOsXirynsBP816Wqy8+QzIvH+C9ztEj2wW0fca05bKfV1eEhpx9sj4t7soLT7e9XTQAAQQQMFuA8GO2KOUhUCvwv3c3y0y1h8+06y+U73zjLFwQaJXAB5U7Zcr/rZBn1PS33vGdW1UWT0agKYGjx45JYUmlvoHqx1uq6zdQPbtvD9AQQAABTwgQfjwxjHTCaQL/LPpQHleLG8y+KV3SBp3qtObRHpcKPPrf9+Wzz7+UXLUhLg8EYi1QuW1P/ZLZib266ktmX3NJP4nr0C7WVVM+AgggEDMBwk/MaCnYrwIPLSmTt8q3qS+ol3GDul9Pghj2+we5z8sPRiXrX0J5IGCVgHYlW5sW99r7W+r3DdKmx/FAAAEE3CZA+HHbiNFexwocOXpMv7/nwKEjainrdOkc196xbaVh7hV4u6JKfvdksZr+Nla6dOIcc+9IurPlO/bsr78apPVAWy5buz+IFSzdOZ60GgE/ChB+/Djq9Nl0gW0790mOCj7nnN5Dfn3DUNPLp0AEggXm/PMdOahC9u0/uBgYBGwT0FYg1BZI0FaM+8Z5p+lB6JsX9LGtPVSMAAIIGBEg/BhR4hgEmhEo++hzyVELG3xvxDnyIzai5FyxQODwkaP63j/TvneR/qWTBwJ2Chw4eKR+A1Xth6DRl/bTgxD7Utk5KtSNAAJNCRB+ODcQaIXAC29tlDtV8Jmt7u+5+uJ+rSiJpyIQncDK0k3y8H/e1zc/5YGAUwTWb96tNlBVS2ar98YzT+2uh6AMNS2ubds2Tmki7UAAAZ8LEH58fgLQ/ZYL/OX5D6Tg1fUyS93fc8FZ3Pjbckme2VKBWX8pkfhucfLLcaktLYLnIRAzgZff2aTfH/TOh9v1+4Iy1CIdg8/sHbP6KBgBBBAwIkD4MaLEMQg0EPjDwlVqD4zd+hWfhJO64IOALQJ79h3Qp7/94WeXS+oAArgtg0ClEQW0qXCBDVQrpVPHdpKR1l9Gqyvl3bt2jPhcDkAAAQTMFiD8mC1KeZ4W2Lv/oFrRrVi6qlW2tCs+bdowlcPTA+6Czj1XskGWvLJenrz9ahe0lib6XeCt8qr6IHSVCkDalLi0cxP9zkL/EUDAQgHCj4XYVOVugU/Ubucz84slfVCiTM1kmpG7R9Nbrf/to6/JgD49JGvMIG91jN54VmDv/kPq3qAN+tWgL/ 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