No exemplo tem-se que:[br]1) O eixo vertical é orientado para cima[br][br]2) Móvel parte da origem das posições: (s_o = 0 m), com v = 20 m / s[br][br]3) No trecho AC móvel anda a favor da orientação da trajetória[br]Mod(v) diminui com o tempo e a distância aumenta com o tempo,a_m < 0 e v > 0 logo a* v < 0[br]Mod(v) diminui com o tempo ==> M.U.V. Retardado[br][br]4) em C o móvel muda de sentido (v = o) [br]5) no trecho CL mod(v) cresce com o tempo e a distância vai diminuindoa_m < 0 e v < 0 ==> a*v > 0==> M.U.V. Axcelerado [br] 6) em L o móvel atinge o solo com v = - 10 m /s (oposta a da saída)[br]tempo de subida = 2s tempo de descida = 2 slogo tsubida e descida = 4 s[br][br]================================================[br][u]Movimento vertical no vácuo[/u][br][br]É um caso particular do movimento uniformemente variado (MUV).A aceleração α é igual à aceleração da gravidade g. Tem-se duas situações a estudar:[br][br][br][br][table][br] [tr][br] [td] [br][b]Trajetória orientada para baixo[/b][br][br][/td][br] [td][br] [b]Trajetória orientada para cima[/b][br][br][/td][br] [/tr][br] [tr][br] [td][br] 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eW5W0LCbXp93C3R/5iunnWTwxXy5cqhvjASryUbVPGqs64uxblUKgAgaoXTC4iOXMM5HG/50iU0lCHYqmVzFYbTsV1b1U0nu0qeP3fWCURf7JgJIDo8YbC/+//6SwV0y/+GspakLAEmfbFJHXdu36aB/V7vXSOrlMt8chz6KgAgavXUA4jSspHg61M8GSEq6tUmdbKDpzSTpYUkMbmOY/9f+xQQs3PMoqzTqvcBIOqtqE75STxnV96E3jFAUpu3b5CYTlejxhd5K9iB/fupQSsBqMSKyu6G6D/UyRnxsgEQ44nBb/UAooBv8MABaiGTtq1aksxOcXXIRIfmHL6XJf3bJNuYxLqxyIyrfJI7ByAmp44fPxOYyUo81SpVcDYRpBks+zD37N6FvuUFNwZz6JKM8sv2pLItq8BQrpG9mWNirD0LyF+uARC1yusBRMnx5PHj1ObDliq0TMJq+vfpRfPmzFLT82SQpVvnDlSmeBEqzt/1Xj260TluOvviABB9oaqOecr6hhJe49hwSqCX1EsmwsuMIpm9gsM3CgCIWl31AqLkKltyrF2zikP0Bqt93Fs0a6x28JStOCRiQrby3ZsgpE9rjfcpANF7DX2ag9QUZYdD6UPs3rkT1wBfb0QvYJSFH1q+34R+5HmdMj3S3RFpnxpt4cwBRK1z9QRi/Jzley9aS/+hhOylVfcPgBjfCwZ+L18I6T+UL4gMlkhYziP+K/GgafmFMbBEaWIagKiV2VdA1D4l7VIAYtppjSdZQAEAUetEAFGrB1JQwFYKAIhadwOIWj2QggK2UgBA1LobQNTqgRQUsJUCAKLW3QCiVg+koICtFAAQte4GELV6IAUFbKUAgKh1N4Co1QMpKGArBQBErbsBRK0eSEEBWykAIGrdDSBq9UAKCthKAQBR624AUasHUlDAVgoAiFp3A4haPZCCArZSwHZA5CmjvBBnkj72CIgm2N8HU/eSdDU+gAKJFbAdEBlij/7cQ3fnzabYY0fpeWQEvYy3YOuzyxcpJG+AeoW2bPJasBdx9IKXoHt2I5QebNpId+fOorg7t19/btB3AKJBHQOzjKmA7YDIbngeEU6h7zeki0UC6XJQCbrZriX9/eVguj1uNEV+MdAJxCtVytKdCWPp9piRFN73E7reIJgulSlCl4rmpagZU+klr15j9ANANLqHYJ+hFLAjEMUBjw/uV0AMyZOFLuTMRBcCeAn/bOnoQvYMTiCG5Mn66lzAq/MXcmUmORfWuR3F8RYXZjgARDN4CTYaRgG7ApEXJKSoyd9SSP4crwH4T1PZ0WRO9DcwG13mGuLT8+cM47+UDAEQU1IIn0OBeArYFoiswfPwW3SzfSu3gXiR4Xlvwdx46hn/LYBofB/BQgMpYGcgihtiDx+ky+WKpwxFrh3e6tGFXtw3194+AKKBfmwwxfgK2B2I4qG7s6dTCAMvURM5XhP6anAVenLimPEdmsBCADGBIEhCgeQUABBJhdPcbN86aSjyQMr9lcuTk9GwnwGIhnUNDDOiAgDiK6/EHjpAV6tXSAxFHoW+1b2DEV3nlk0Aolsy4SIo8EoBAPGfbwIHbN9bOJcuFsj1uunMzehrdarT03NnTPt1ARBN6zoY7g8FAMTXqr/k7UHDOrahkNxZFBQvFc9P939eRhKiY9YDQDSr52C3XxQAELWyPzlziq5WKUcShB0xoA+95G1xzXwAiGb2HmxPcwUAxASSc9M5esn3dL1+MMX9HZngQ/MlAUTz+QwW+1EBADGx+C9iYujZtauJPzDhGQDRhE6Dyf5TAED0n/Zp8WQAMS1UxjMsowCAaBlXuiwIgOhSFpyEAq4VABBd62KVswCiVTyJcqSJAgBimsjst4cAiH6THg82owIAohm95r7NAKL7WuFKKEAAorW/BACitf2L0umsAICos6AGyw5ANJhDYI6xFQAQje0fb60DEL1VEPfbSgEA0druBhCt7V+UTmcFAESdBTVYdgCiwRwCc4ytAIBobP94ax2A6K2CuN9WCgCI1nY3gGht/6J0OisAIOosqMGyAxAN5hCYY2wFAERj+8db6wBEbxXE/aZTQKB2KywsVXbrDcSXvLp0+K1bFBcXlyp7cJO+CgCI+uqJ3EyggEBt6qSJ1K1zR5o/dw4dOniA/o6MVLNQUjLfWyA+4RWlBcZ/7t1L06dOpi4d29PSH34AEFMSPo0+BxDTSGg8xlgKSK2sWMH8lCX92xSYIxvVrxNMXTt1UKDcuGE9HfjrL7p9+7ZLo3NkyUgJX+XLlEx07QteTTos7KaC34a1a2ns6K+oU/t2FFyjKuXKlpkyp3uL6gXXovsm28w9UUEtdAJAtJAzURTPFFi/dg0VzpeHsmfOQFkzvKPgKO9zB2RR56tVLE/1ateipu/Vp769e9KEcWNo2pRJiWAocCySP5BmTJtKY78eRT26daFGDepS3eCaVCmoDBUMzK3yDMiUnp/xlnpWdn5fqmghOnL4kGdG42qfKgAg+lReZG5kBR4/ekSDBvSnnFkzOSEnQBRwZcuYTgFSanGZ3nlT1ebkvbwS1g4lLfc5Ps+c7k3nPVIDDciUTuUp1zjuzZM9q4Jr3PPnRpbIdrYBiLZzOQocX4GbN25QXa4FxoeVA1q+/Nvpo7YUFRUV3xS8N4ACAKIBnAAT/KvAjm2/k9TYfAlAR94C3qIF89HZM6f9W2g83aUCAKJLWXDSTgpIyMuwIYPTpJYozfO5s2fZSV5TlRVANJW7YKyvFLh+7Rq93/g9n9YSBYbdu3Siu3fRVPaVH73NF0D0VkHcbxkFdmzfRoV5tNjRvNX7r4w4nzh2zDJ6WbEgAKIVvYoypUoBmTUyjsNmZJRZbxhmz5yefl6+PFV24aa0UwBATDut8SQTKBB157aKIdQTipJXh7atTVB6mAgg4jsABRIosHvXTipboqgugywyqlyjaiU6d/ZMgqcgaUQFAEQjegU2+VWB5xws/e0349TsEm+bzgXz5qalP/5IMo0Ph/EVABCN7yNY6AcFHj9+TM0aNfSqP1Fmu/Tr05uePXvmhxLgkalRAEBMjWq4xxYKHDywn0oWKZiqprM0lSuWLUVhN2/aQiurFBJAtIonUQ7dFZCAbVmwQVbD8aTpLDAsGJiL1q5erbtNyNC3CgCIvtUXuZtcgag7d6hz+7YeAVFWyxky6HN6+PChyUtvP/MBRPv5HCX2UAEZIZbBEan5pVRTVKPKVSpRaOh1D5+Cy42gAIBoBC/ABsMrsGD+vBRHnQWG0rzesWO74csDA10rACC61gVnoYBGgbu8VFe3zh147cTEq2U7ao05eRXsoV8MdmsrAk3mSBhGAQDRMK6AIUZX4OTx41Q5qKzLprPUDhvVr0uySAQO8yoAIJrXd7DcDwqsWPaTSyAWyZ+XZF1FHOZWAEA0t/9gvR8UkNWu4891lgDsUSNH+MESPFJvBQBEvRVFfpZX4Mzpk1SzamVVUxQwNuFNqCIiIixfbjsUEEC0g5dRRl0VkGXClv+0RIXilOFFIHZiVFlXff2ZGYDoT/XxbNMqIPOTP/+sH02ZOAELN5jWi4kNBxATa4IzUMAtBWQrgAcPHrh1LS4yhwIAojn8BCuhABRIAwUAxDQQGY+AAqlVQPorZX1GeeHwvQIAou81xhOggEcKyIISmzZuoNkzZ9CIoUOoV4/u1LdXTxo1YhhvYTqTtvz6K0VGRnqUJy52TwEA0T2dcBUU8LkC4eG3aPK331CdmtV5imBmypzuLcqXKzsV443t5SXvM779f2pOdfXKFWnmd1PpRmioz+2y0wMARDt5G2U1rAIh589Ty2ZNSIK8M73zJtXgFXMm8jYGMvvlzOnTdPrUSfV+5PBhVLViEGVN/7YKDm/aqAGdPYP9WvRyLICol5LIx3IKSGjN+XNn1QZRT5488Vn5ZP5z86aNFAwl0LtVi/eTrfldunSRunfuSFkzvKNeDevVobAwrMyth4MARD1URB6WVCDm/n36rN+nVKpYYWrfppXas3knb2Z/40YoD3Los0/Ks2dPacL4cdxEzqTWWgyuUY1OnTyRop6yNUFwjarqnly8ys5onjooeeHwTgEA0Tv9cLeFFXj06BFNnvgtlShcgLJwEzXdv/+l+vAqlitNHdu1oRnfTaN9e/6gSJ62l9pd9SIjI6g45y+r5QjYRg7/0q28ZPR54bw5zoUmpBl9/NhRC3sjbYoGIKaNznhKGiggNSSp1UXfi6aYmBiSPVG8PWQbAOmjW7tmlZqZ8n7j9yh/npwKkNLXlzdnANWqVoV6dO3C0/mW0tEjhyk6OpoEWO4cf+7b51woonihArT1ty3u3Kau2bVzh4KpYz3G1atWuv1ctx9iswsBRJs53GrFlfi8w4cOqs2gPunejdq3bU19evagHt260Fdc2/p+4QKKCA9PVGyByXdTp6iXJ8t2yfakx44eoeXLltIXnw+g+rXfVRtKyejvm//6L4ZlDj4XTEMHf877MS+mkAvnk91bZRGvxO0AWsWyZeimB7v0Xbp4Ua3B6Lh/2pTJiFdM5GnPTgCInumFqw2kwFkefR3Q91MOSclP1SuVp3mzZ9F5Hq0NvX6dLvPAw7atvylotf6gBcfubaIX/9QYpQbXpGF9NSAho7q//rIx1aWSmEEZAV64YD71/7S3qi0W4Bqk1B4DOO+yvPiD7O88ZtRINUr89Km2n2/El0OdQJRmrydTAaW53bZVS+f9wzlmEXtAp9qV6kYA0Tv9cLefFNixYxvDp7KCWvXKFVQt0bUpL2k7h6582LyZCnaWa1b9/DMVyR+o+t9aNG3MQc76Ld117+5dOsZ9efPmzKY2H76ClfQ/Znjzf+k/79akmzduaMz8qPWHTqBVq1SBPBnNlrnUsjajo4bY55MeFBsbq8kfCc8UABA90wtXG0CBiIhwKleqOGXjsBMZiFi8aGGKVu354w+1buHRI0eoe5dOCobS/7eIa3apHRBJ+NC7DMOzZ06rvsTP+vXhWMKKKrhagCiDJu0YfuEJmu8duInvANorILoPtCje56UDD+447h/Qry899WF4UMLyWjENIFrRqxYv0+iRw52jqwK16Hv3UiyxDHJ8zc1WgY40aQUi9WrX4u1CUz/TI/ZxLIfInKR1a1fTQA7Pea/ef6hwvkAVNJ2ea4SF8ubh5nIDGvHlEFrDAx4Sb5gQvl/yplQOoFWtEEQxD2JSLIvjgvBbt6j1B82d908YNxZ9iA5xUvkXQEylcLjNPwrExj6mD3hGhwMiMp3N3eM+j0Dn4U3kpbYm90+dNNHdW9V1EoZzMSSE1q1ZTcOHfkHNecS5cL48lPGtf6s+Q7GlTq0aPKjzMa1csZzDYI6RDMIkdyzhgRdHWSqWLc39n9eSu1zzmYx+1w2u6bx/AYfh6DGyrnmIzRIAos0cbvbiRkffo+ZNGjkhIKEq7h4HDxxQ+yYLgArxxvPS35fcIbVKGaH+bfNm+mbcGJL+xvKlS6hmcAaGYEDm9FShTCnq3KEdzZoxnQ5x/rKVgLshN/Lscww1GXwRm2S+8uZN7g/wbN2yWa3aLfdKYPf6tWs8enZyZbfrZwCiXT1v0nJLH5lMbXPUqgoG5nKrJDJ6K7NNHDNCxo8ZneJ9D/meYVwTlOl0b//Pf/PfdCrur31bnrXC98tgjcxaSdgMTjHjeBcIlGVwSGqtYtsXgwa61eyVZ078Zry6T+6tG1yLLvAIOw7vFAAQvdMPd/tBAQmvcex6J32I7oysrl29iooUyKvukznA06ZOTtHyBzExvPH8INUM/ooXVZB+wAscV5hSMzjFjONdIGBb+sNitYKNgK1SUBna88fueFe4fnv61CkqU7yo+o8hN3cDTJs8yRlW5PoOnHVHAQDRHZVwjaEUiOV+uQZ1gjnk5m3KxTBYvXJFsvZdvXJFDaAICIO4ydu9S0eqyOBJCNJbt8Lo5InjzrykP07WHZTRY18edziWsV+fXqq2JzbWrFqJft+6hRLGLIoNz3nBie2/b1XlkVF2Wdq2aSUAAAIySURBVCKsU/t2anaML220S94Aol08bbFynjl9SvXpSdNZ5hb/xv1proKSL4ZcUIHRmTlQunJQWdqzexfduXNbBWbLJlGXeJBEArVlia1PeRHWA/v/8otSAt2+vT9RI+DSPykj4W04oFxmn8iCsPKaPXM6teXYRukmkGvkr9icMJTHLwWwyEMBRIs40o7FCAsLo4kTxlNNXjuwZJGC1LN7V1q3ejX9zvOBf/3lF/r6q5EMyzJUuXw5GjlsqKaPbd/ePVSqaGEeJCmp4FiFQ14+69tHzYX2l5ZS892wfh193LUzl6cQSeiOzHiRprS8pDYo52SxCQno3sQzbGTkG4d+CgCI+mmJnPykgNSQZNWZ5UuXqDnNY0ePYlB+Q4t5HrM0L2WpLFeHhK388P0imvTteNVElYUhjHDI/OwQrtnu3rWT1q9bo2yUOdkSyiPnpB/TkxktRiiTWWwAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRQAEM3iKdgJBaCAzxUAEH0uMR4ABaCAWRT4fyTx6RR14ycXAAAAAElFTkSuQmCC[/img][/td][br] [td] 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b1Pd0VX5r1mTYjHcjq3b0u8SQYO5xBwhJA5p2YoNSME0i1ksbGxFCr+04WFhhKvXeOxBVccN65fT3UK3HSmydr74oXy0949u11WbwMb5sQbwPbp2Y0K589jFLCqFcpSqxZN6f13m1P1KhWNz9iyeRP6fuMGsUVZOZm3aYP6FBkZaSgOfx1MAELmYKCZVJxVIXsQHk7rVn9DH48eSf16i1mePr1pnHAE3PjtOotjAvyjXSTCpSxcMI8OH/rR7sfSu5A9evSIhg3yomIF80lhKiPW/H08egQdOniAgm9cp5vBwaILeVR0M6dSJTF4zIJcpXxZY34Imd1foTQLgJCliUc3J1MVMm5JnPHzo47t2lA54Y/zYaf2dHD/Xjl7s/Hb9WKrrDbisw50/do1pZXDuzaXEBEC+Ie76buNdoOIjYmhgwf22f1i4eDxE1cfB/btFTwKSoHirceWL1lMLG4pDx4XO/LTIelkadq6hJClJOXYNITMsTwzq7RUheyM32niaWX+UQ0b7EUJCQlKHcNFS+2/Y0ZTl47t6YZoWfDB3U8WN76GWx4Xzp1TrvG0BPNoWK+25MFMpkwcT0/FLFlqB8+gbdywnsqWKGq8BkKWGi3HfA4hcwzHzC7FopBdDwqi9m3elz8m/iFd/eOKxXpGRETQR6OGi8ibC6QbwW+/XibOzz/arkLg2DHRkw9fH2+q9PyfAY/Rcbfb2sH7LXbt2A5CZg2Ug85DyBwEMpOLMRMydgH4Yv5c0TXMLwegP5s106w1Zlrny5f8qYPwov7z7l1av3YNlRQ7zrCQsVtB/HN3AtP8nvKeu+bTJk2Q3uDMo3/vXsTdR2sH+5dNmvCp8Tq0yKwRs+88hMw+flq52kzIeHDd0B2qWKYU7d65I8268g9vsvjhsXCNHzdWilg5sZxj6+bv07xObyfZcTXZgZWdWFN/GcIgs7vFCOFOYVh0vFTEr+IfTXoOduRkhiyAELL0ELM9D4TMdnZautJMyHy8Txl/fOzz9Nuvv1qt72lfH6omfJ6qVSovf3zNGjWgG9evWb0uPRlYGNiPyhGv9ApJynqFCbcTnrUdKNblpfXitXnHjhyWlz8S3e6BfXsbWW76bkO6Y72fPXOGqgj3DAhZSks4Pg0hczzTzCjRTMhWr/ra+ONrKZwy79wJsVov/jLUr1VD/vD4x9e9a+d0tz6sFc7uCbymrUKZkna92G/rx4P7xe0y7v92W4xtvV0x2a+Lny+1F7e+1q35Rs7i8gwpLzg25N2+dXO6hYzHJKtVqgAhs/blcMB5CJkDIGqgCDMhmzl9qvgB5ZY/og9EhIAHDx6kq5pe/fsaf7Srv16puGSkq4BUMmnBj8wWIftbrMXr+WEXI5PN33+XbiG75H+Rqj4XTnQtU/liOOhjCJmDQGZyMWZCxi4VhlZEhw9aS5cKa3XkL0PdmtWM13GcdEcdWhCyKOFZ/92Gb+mbr1dYea2kK7//Jh+dZ3QHiK5loeeB+75ZtTLdrdSTJ44L59hk1xcImaO+SZbLgZBZ5qK3T82E7LPZM41dS47plJ6ZNh4jK/Pc96lBnVrSFcNRIHj2LzHxiQNeiXa1Erke6XkZnpvjxfO4mmGwf9TwYcQTAOk5PheRFNipmP+hQMjSQ8z2PBAy29lp6UozIeN1foYfX7vWrcQ6P3MvdNMHeCYG46cIN4MiYuEz//A4qoNh5s40nye+54B7pYomLxDnBeAPH4RbxcArGYYLB2SDDSBkVpHZlQFCZhc+zVxsJmR+onVV5Pni5lYtmtFff6a9rCcsLFSG+zV0R6dMnCAD1mnmCTOxIiEht2X0UQMbdmWxJvK+3t5Ut8bbxm46hMy5BoSQOZevq0o3EzJ2bO3YtrX8IdWoUkm4ExxJtS7c1fph9045m8ihaHhmsKYIG5zSEZZbdentVqV6M52eYB87Q+uqjhAoDiXES5EsHcE3bhiXeBnED0JmiZTjPoOQOY5lZpZkJmRsWA7nyx76RcXC7y+/+DzVMa9Isfh5qNcAKXq13q5CG9atpebChyww4KryTFu3bJKLy5UPPSRxS7iPMBODMDVv3FCG6YkRXUjDwcJ/4vhRGZLZIHqG/BAyAyXn/IWQqVyTwsPo4eqVFLHuG+L3ejnMhIwrfk9sB99VRLvgH1OLxo2MM3GmD8VdpB927ZBjQFLwxEaovEia46OPGTlcxtDilgd3r0aKbbkCRQhiTzyYwSERzqhh3VrGGUzeRqzJO/VEBJHWMnBi04b1pbsFd+nridlfFjtu4TL/d5s2Fs7AiEfmrO8OhEwlG+vrTUGFclFQyQIUfdj+MFxq6c5LWRQyvl1QUCA1a/iO/DHxjjLs22SIL8+uBbt37RTRMcrIpTTjPv7IOLu5d/duuXlD/949adWK5dSlQzsaMXQwRTx86Lyn0EHJp06elN1GQ1wyQ4vL8JdbYjxLfPzYUeKZY15kzufYqda09aaDR9VVFSFkqrlivX+moMK5hZAVpOiDe9WTGk6lKmRc5wvnz9FIIUKlihamJg3q0ajhQ2XongF9esklNByemcPOmDrNsthxAEbDD5S7nBx7nsfTPP3gyBYco238J2PpPREJlsMk8bjZ4IEDaI1YUWFY1jVt8kRji2yYCNGdHhcYT2dr6/NDyFRysT6nKKhoXgoqXZiif+SVMPo40hQyFp+Y6GgKDr4hupE7aZEYL5v4yTha/OVCOnHsiAxUyF+ElAfPZHL+5UsXy802WNxwJBNgd5XHj2OJI+/eE/sR8EYZvI7UdALgExGB1zBWNvHTcTK0OPg5hwCETOXqlkKmPiJSGSUg9zkQm4lwi8qa24WhbP5h8b6JBiFb9DzWm+E8/jqWAIRM5QkhU3kgJQgEXL0qlynxjta8i1NMTLRVLrdu3aJO7T8wds23bPo+zaiyVgtEhjQJQMhUPBAylQdSgsCfIkIu75BkGC/0PnUqTS7cBV++dAkVez7QX09EFDl39kya1+CkfQQgZCo/CJnKAylBgMe9eCbSIGTvNW9KPr+IjXhT7H/AsHjCZMP6tVRWbPTC+XmtJUfn5e4pDucRgJCpbCFkKg+knhPglREGVwr2E+MoIX179qCli7+kfXv3EIf3mSAi63YSgmeICstC1qJJQ/pL+PPhcC4BCJnKF0Km8kDqOQFule3fu1c4uTYwrmFloeLBfBY2/msY2OfPeW/Lj4RDcXiYfryq9WxsCJlqPQiZygMpEwLsxvLHld9pwdzPpFMs7xPKomV4sZNso3p1aIJwbdmzexdFPoowuRpvnUkAQqbShZCpPJCyQIAH8zmayK+XL4vNj08T74/Af/0vXpBrUTmEDw7XEoCQqbwhZCoPpEBAFwQgZKqZIGQqD6RAQBcEIGSqmSBkKg+kQEAXBCBkqpkgZCoPpEBAFwQgZKqZIGQqD6RAQBcEIGSqmSBkKg+kQEAXBCBkqpkgZCoPpEBAFwQgZKqZIGQqD6RAQBcEIGSqmSBkKg+kQEAXBCBkqpkgZCoPpEBAFwQgZKqZIGQqD6RAQBcEIGSqmSBkKg+kQEAXBCBkqpkgZCoPpEBAFwQgZKqZIGQqD6RAQBcEIGSqmSBkKg+kQEAXBCBkqpkcKWShYgexoMBAsV/rdYqLizPe6IkI9Z74xHwbSWMGG96kua+lDeXhEhDQFQEImWoue4WMeR49cpg+Hj2SmjdpRDWrVpabUPfo2pnWrllF3t6/yAjIixctcuh+FBAy1Y5IeRgBCJlqcHuEjPdvXbl8KZUuVphqVKlE8+fOoX17dtNusVn37BnTZbj32tWrUs6sWahP92706NEj9eZ2pCBkdsDDpfonACFTbWiPkB3Yv4/Kly4hw7Zf9vdXCxapS/4XxaY6Dej1l/5DQ7wGUGRkpFkeWz+AkNlKDte5BQEImWpGW4WMW2NeA/pRzmyv08plS9VCTVJrvllFr/znf2jwwP4QMhMueAsCdhGAkKn4bBWy8PBwatOyBeXOnpX8TvuqhZqkDh06SIXy5KKB/fpAyEy44C0I2EUAQqbis1XIeIPpNq1aUi7RIjt29IhaqElq/759lOetN8mrX18ImQkXvAUBuwhAyFR8tgpZgnCpGD1imOxazpo+VS3UJLXkqy/ppX+/gK6lCRO8BQG7CUDIVIS2ChmX4uvjTTXfrkyVy5UWM5U7KCEh3lg4C93+fXupRtVKlPXVlyBkRjJ4AwIOIAAhUyHaI2T0jOiwGAOrX7sGlS9VnPr37kkzpk6m6VMmk1f/vtSqRVNq0bghZRNCNnywF0VFRak3tyOFWUs74OFS/ROAkKk2tEvInhd1MziY1nz9NY0YOog6tG1N7Aw7d/YsunDhPH27dg29+K9/0fhxY4k3rHbUASFzFEmUo0sCEDLVbPYI2a1bN8lHeO6HhYXKQpOSEikmOlpZnrR40Rf07xdeoM/nzVVvbGcKQmYnQFyubwIQMtV+9gjZ9q1bqFyJotSlYzu5xjIpKclYeGxMDB3+6RBVq1Seyog8J48fN55zxBsImSMoogzdEoCQqaazR8hC79+nqZMmUJniRah65Qo0avhQmjtnlhwn69a5PZUvWYyaNXqHdu7YLiYCEtQb25mCkNkJEJfrmwCETLWfPULGJSU8SSAfn19o+ZLFNGXieBo2yItGDx8m11pu27KZ7oSEqDd0UApC5iCQKEafBCBkqt3sFTK1NBLhep5QUuI/XcyU5x2VhpA5iiTK0SUBCJlqNkcLmVq681IQMuexRck6IAAhU40EIVN5IAUCuiAAIVPNBCFTeSAFArogACFTzQQhU3kgBQK6IAAhU80EIVN5IAUCuiAAIVPNBCFTeSAFArogACFTzQQhU3kgBQK6IAAhU80EIVN5IAUCuiAAIVPNBCFTeSAFArogACFTzQQhU3kgBQK6IAAhU80EIVN5IAUCuiDgkUL29CklXAuiuN9/o6exMYqdHp/zo6CieSmodGGKOXpYOfdUhOKJu+xPCTeuEz0T4WA1dGCJkoaMgaq4noBHCpnA/Pj8GQrp3Jbu9upKobOmUdTeH+ixrw89XLOKgorlo6BShejBkkX0+OwZitqzi0LnzKC7PTrTna7t6bFf6tu9ud6CyXeEkGUWedxXEwQ8VcieJT6h8HmzKSBnFgookCO5FVY8P10rUYCCUr5ECy0gX3YKyP8Whc2ZTk/j4jRhO9NKQMhMaeC9xxHwVCFjQz8JuUUhbVtSYEEhZMXyU5AQMvkyCJkhLc4FCiELafseJd6+rcnvCIRMk2ZBpVxFwJOFjBlHbd9C1yuUpMAiecxbYs8FLbBwbrpWthhFbtnkKrNk+D4QsgwjwwXuRMDThexpZCTdGz2MArl7yS0wQ2vM8JdbY0LI/hoxiJ7GRGvW9BAyzZoGFXMFAU8XMmb8+LQvBdeuIsbK3jITMm6pBderRrHep1xhDpvvASGzGR0udAcCELJkK4Yv+EwO+Aey64WhNVY8HwUWykkPFs4nEi4bWj4gZFq2DurmdAIQsmTET25cozsdWotuZC5jFzOwYE663bIxJd5xzoYhjjQuhMyRNFGW7ghAyP4xWSQP/JcvnjzwL1pm/P7RNu0O8P9TcyIImSkNvPc4AhCyf0z+LD6O/ho6QA78B4rxsnujhlBSxMN/Mmj4HYRMw8ZB1ZxPAEKmMo497UPXq5SmG9UrUKzYn1IvB4RML5ZCPZ1CAEKmYn0mdgAPXzCHwr+Yp7n1lGpN1RSETOWBlIcRgJCZG5y7k3rpUhpqDyEzkMBfjyQAIXMPs0PI3MOOeAobCUDIbASnscsgZBozCKrjWgIQMtfydtbdIGTOIotydUEAQqYLM1mtJITMKiJkcGcCEDL3sC6EzD3siKewkQCEzEZwGrsMQqYxg6A6riUAIXMtb2fdDULmLLIoVxcEIGS6MJPVSkLIrCJCBncmACFzD+tCyNzDjngKGwlAyGwEp7HLIGQaMwiq41oCEDLX8nbW3SBkziKLcnVBAEKmCzNZrSSEzCoiZHBnAhAy97AuhMw97IinsJEAhBhotOAAAAHNSURBVMxGcBq7DEKmMYOgOq4lACFzLW9n3Q1C5iyyKFcXBCBkujCT1UpCyKwiQgZ3JgAhcw/rQsjcw454ChsJQMhsBKexyyBkGjMIquNaAhAy1/J21t0gZM4ii3J1QQBCpgszWa0khMwqImRwZwIQMvewLoTMPeyIp7CRAITMRnAauwxCpjGDoDquJQAhcy1vZ90NQuYssihXFwQgZLowk9VKQsisIkIGdyYAIXMP60LI3MOOeAobCUDIbASnscsgZBozCKrjWgIQMtfydtbdIGTOIotydUEAQqYLM1mtJITMKiJkcGcCEDL3sC6EzD3siKewkQCEzEZwGrsMQqYxg6A6riUAIXMtb2fdDULmLLIoVxcEIGS6MJPVSkLIrCJCBncmACFzD+tCyNzDjngKGwmwkPXt1Z3eeOVFyp7lFcr66ktUIHdOOn7sqI0l4rLMIAAhywzquKdmCDx9+pR2bNtC06ZMohlTp9D0KZNp7uxZdOP6Nc3UERWxTgBCZp0RcoAACGicAIRM4wZC9UAABKwTgJBZZ4QcIAACGicAIdO4gVA9EAAB6wQgZNYZIQcIgIDGCUDING4gVA8EQMA6AQiZdUbIAQIgoHEC/w8BT/FAL+UbqQAAAABJRU5ErkJggg==[/img] [/td][br] [/tr][br] [tr][br] [td] Ø Ao descer, a velocidade escalar do[br] móvel aumenta em módulo.[br]Ø O móvel realiza M.U.V Acelerado.[br]Ø A velocidade com que o móvel atinge o[br] solo é, em módulo, igual à velocidade de lançamento.[br]Ø O tempo de subida é igual ao tempo de[br] descida.[br][/td][br] [td]Ø Um móvel lançado verticalmente para[br] cima, no vácuo, descreve um M.U.V. Retardado. Ø A altura máxima ocorre quando sua[br] velocidade escalar, torna-se nula.[br]Ø O módulo da velocidade decresce com o[br] tempo.[br] [/td][br] [/tr][br] [tr][br] [td][br] 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[/img][br] [/td][br] [/tr][br][/table][br][br][br][br][br][br][br][br][br]