8. Análise dos coeficientes y=ax+b

Arraste o controle deslizante a
Questão 1: coeficiente a positivo
Quando a > 0, o gráfico da função y = ax é:
Questão 2: coeficiente a negativo
Quando a < 0, o gráfico da função y = ax é:
Questão 3: coeficiente a nulo
Quando a = 0, o gráfico da função y = ax é:
Dica
Para as próximas 3 atividades, em formas, é possível selecionar a opção de reta.[br][br][img]data:image/png;base64,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[/img]
Faça o esboço do gráfico de uma função afim crescente
Faça o esboço do gráfico de uma função afim decrescente
Faça o esboço do gráfico de uma função afim constante
Questão 4:
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[/img][br]Qual dos gráficos acima representa uma função afim crescente?
Questão 5:
[img]data:image/png;base64,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[/img][br]Qual dos gráficos acima representa uma função afim decrescente?
Questão 6:
Em um função afim, y = ax + b, como é denominado o coeficiente a?[br][br]Pesquise e responda.
Arraste o controle deslizante b
Questão 7:
Em um função afim, y = ax + b, como é denominado o coeficiente b?[br][br]Pesquise e responda.
Questão 8:
Em um função afim, y = ax + b, o que representa o coeficiente b?
Questão 9:
Analisando o gráfico a seguir, determine o valor de b, na função y = ax + b. 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[/img]
Questão 10
Analisando o gráfico a seguir, determine o valor de b, na função y = ax + b.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb8AAAFkCAYAAACw6jWeAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAB9dSURBVHhe7d0NcFXVvffxfyRIQC44FnK9aCEyMQJPisFBZSgYhkZEihRv4fI2bWk1bR0dKE0rdtBLgTLhZeyI0IeXMA0zj4IXtXXmQucpCiQ8KQ8wKa8pMhmKsR291nopPKWKGMmz12IdPWfnJITknL3XXvv7mTmz93+f4Hg47PPL/6y1185p8UiIamtrpbS01FTxELfXHKfXe/DgQZk/f74UFxdLQ0ODPP/883LPPfeYZ90V2ff4g1Mi//NLIpebr9S3jhL5zv8RuS73St0OzuNou85sAXRRIvhU4O3bt09v582bJ4cOHTI/AevUb/w8+JTxyzoUfIg+wg/IgOTgS3R6aksAWkx1fYfWmcJzc4lIwThTwHWEH9BF6YIvgQC02IE1qV3fhNV0fTFC+AFd0F7wJRCAFlJd3+HNpvCosb7BZaZAHBB+QBecOHGi3eBLSASg+nlYwD/WN7rC7CAuCD+gCx599NGrBl+C+rlHHnnEVAiNf6xv4BiRIVNNgbgg/ADEi3+sb8xCxvpiiPADEB9nT6eO9akZnoUTTYE4IfwAxEfdytSub9xiur6YIvwAxIMa6zu6xRSemwpFiiabAnFD+AGIB/9YX1klXV+MEX4A3HeuKXWsb8BIZnjGHOEHwH37lqd2faPm0/XFHOEHBOTNN9+UoqIiefDBB82RVG+//bZ+/t577zVHkBFqhmfyWJ+a4Vk80xSIK8IPCMjQoUPltttukz/+8Y/S1NRkjn5uz549ehun2+QEYv+zzPBEK4QfEKCvfvWrert79269TZYIv7Iy1pjMGP8anvnFXNcHjfADAjRp0iS9TQRdwvnz56W+vl66desmo0ePNkfRZf6uT92vLzfPFIgzwg8IUGFhodx+++1y+PBhHXgJe/fulU8//VTuuusu6d27tzmKLlFjfcdfMIVHdX3M8IRB+AEBmzhxog46FXgJia9BGe/LIDXDs/miKTxqrA8wCD8gYP5xPxWEif2xY8fqLbrownsiDS+ZwtNvCF0fUhB+QMAGDx6sL2l444035PTp01JXVyfNzc3Sv39/PSMUGbDnmdZdHzM8kYTwA0Kguj/V8W3atEkHn0LXlyFqNZfk6/ro+pAG4QeEIDHrc8eOHbJly5UPai5xyBD/ai73LWKGJ1oh/IAQDBo0SIYNG6a7voMHD+pLHOj8MsC/mou6cwOruSANwg8IyUMPPWT2REaOHCk9evQwFTqNOzeggwg/ICTqkoeEcePGmT10mr/r484NaAfhB4Tkk08+MXsiX/nKV8weOk3dpf3SBVN41GoudH1oA+EHhOR3v/ud3qqJLgUFBXofneRfzUV1fYOZQIS2EX5AwD766CP561//Kr/85S91PX/+fL1FF6RbzYWuD+0g/ACfhoYGmTt3rgwfPlzPyJw5c6bU1taaZ7vuzjvvlC9/+cvy5z//Wb72ta/JHXfcYZ5Bp/i7voJxIkWTTQGkR/gBSRobG2X27Nmyf/9+uXjxor4UQS1CXV5envY2RJ0xYMAAycvLk6lTp8qSJUvMUXSa/7o+1vBEBxB+QJL169fr0Js2bZocPXpUTpw4oUNKWbNmjd52VU1NjRw/flxWrVolvXr1MkfRKem6PvUAroLwA5Ik7rO3ePFiHUzq2rvly73OwqPW4YRl6PrQSYQfkOTYsWP6q890F5zn5+ebPViBrg9dkFNTU9Ni9gGkoe67t3XrVr0iy5QpU8zR9qkxwqqqKlMhG+54c4Xc/N7/NpX3i8uI5+TcjSWmAtqX0+Ix+6FQs+jidgPPuL3mKL/eM2fOyIwZM/RanNu2bZPu3bubZ9qnblmkOsi4CPw9Vl3fuqGff+WpOr65n98cOAicx9HG155AG5qammTOnDnSu3dv2bBhQ4eDDwFgrA9dRPgBaRw5ckRmzZolffr0ke3bt0u/fv3MMwgdY33IAMIP8KmurtZfdaoL3FXwqTuswyJ0fcgAwg9Ism/fPqmsrJSSkhJ9l/W+ffuaZ2AFuj5kCOEHJNm8ebPeqgvchw4dqieuJD8QMro+ZAjhBySpr683e7AOXR8yiPADkpw8eVJfotDWAyGi60MGEX4A7EfXhwwj/ADYj64PGUb4AbAbXR+ygPADYDe6PmQB4QfAXnR9yBLCD4C96PqQJYQfADvR9SGLCD8AdqLrQxYRfgDsQ9eHLCP8ANiHrg9ZRvgBsAtdHwJA+AGwC10fAkD4AbAHXR8CQvgBsAddHwJC+AGwA10fAkT4AbADXR8CRPgBCB9dHwJG+AEIH10fAkb4AQjXB6dSu76BY+j6kHWEH4BwHViT2vWNrjA7QPYQfgDCo7q+w5tN4bl1lEjRZFMA2UP4AQhP/cbUrm/8Mu9TKdcUQPYQfgDCobq+Q+tM4bm5hLE+BIbwAxAO/1jfhNV0fQgM4QcgeOnG+gaXmQLIPsIPQPD8Y33M8ETACD8AwfKP9anr+oZMNQUQDMIPQLD8Y31jFjLWh8ARfgCCo9bwTB7rUzM8CyeaAggO4QcgOHUrU7s+tYYnXR9CQPgBCIYa6zu6xRSemwpZzQWhIfwABMM/1ldWSdeH0BB+ALLvXFPqWN+AkczwRKgIPwDZ579f36j5dH0IFeEHILvUDM/ksT41w7N4pimAcBB+ALJr/7PM8IR1CD8A2eNfwzO/mOv6YAXCD0D2+Ls+db++3DxTAOEh/ABkhxrrO/6CKTyq62OGJyxB+AHIDjXDs/miKTxqrA+wBOEHIPMuvCfS8JIpPP2G0PXBKoQfgMzb80zrro8ZnrAI4Qcgs9RqLsnX9dH1wUKEH4DM8q/mct8iZnjCOoQfgMzxr+ai7tzAai6wEOEHIHO4cwMigvADkBn+ro87N8BihB/QjgULFkhRUZGp0C51l/ZLF0zhUau50PXBUoQf0IbKykrZuXOnqdCenh+9k7qai+r6BpeZArAP4Qf4nD9/XioqKqS6utocwdUMbPpfXNeHSCH8AJ+ysjKpq6uTqqoqcwTtOnta/vkvr5vCUzBOpGiyKQA7EX6Az/Tp02XXrl1SWlpqjqBd+5ZLTsunpvCwhiciIKempqbF7APwKS8v19tr7QLVn4tD56jG+u4++M3Pwu/cjSVybMRzeh+wWU6Lx+yHora2Nna/YcftNUf59SZmejY2NuptR6k/d61/JpJe+3bq5Q1z91752jMGOI+jja89AXSO/359KvRiEnyIPsIPQOf41/BkrA8RQvgBuHa+rk+N9dH1IUoIPwDXztf1vX3bXLMHRAPhB+DapBnr050fECGEH4Brw1gfHED4Ae1QlyvE4pKFjmKGJxxB+AHoOLo+OILwA9AxdH1wCOEHoGPo+uAQwg/A1dH1wTGEH4Cro+uDYwg/AO2j64ODCD8A7aPrg4MIPwBto+uDowg/AG2j64OjCD8A6dH1wWGEH4D06PrgMMIPQGt0fXAc4QegNbo+OI7wA5CKrg8xQPgBSEXXhxgg/AB8jq4PMUH4AfgcXR9igvADcAVdH2KE8ANwBV0fYoTwA0DXh9gh/ADQ9SF2CD8g7j44ldr1DRxD1wfnEX5A3B1Yk9r1ja4wO4C7CD8gzlTXd3izKTy3jhIpmmwKwF2EHxBn9RtTu77xy7xPhVxTAO4i/IC4Ul3foXWm8NxcwlgfYoPwA+LKP9Y3YTVdH2KD8APiKN1Y3+AyUwDuI/yAOPKP9THDEzFD+AFx4x/rU9f1DZlqCiAeCD8gbvxjfWMWMtaH2CH8gDhRa3gmj/WpGZ6FE00BxAfhB8RJ3crUrk+t4UnXhxgi/IC4UGN9R7eYwnNTIau5ILYIPyAu/GN9ZZV0fYicBQsWSFFRkVRWev9+09i1a5d+/sEHH5SPP/7YHG2N8APi4FxT6ljfgJHM8EQkLV68WL7whS9IdXW1HDlyxBy94uzZs/LMM89Ibm6uPPfcc9KjRw/zTGuEHxAH/vv1jZpP14dIuvHGG3XAKQsXLkzp7p5++mn529/+JhUVFXLHHXeYo+kRfoDr1AzP5LE+NcOzeKYpgOiZNGmSjB8/XpqammTt2rX62K9//Wt544035N5775VHHnlEH2sP4Qe4bv+zzPCEc5YtWyZ9+/aVTZs2yW9+8xtZunSprn/+85+bn2gf4Qe4zL+GZ34x1/XBCf3795cnn3xS7//gBz+Qf/zjH7J8+XJ9vCMIP8Bl/q5P3a8vN88UQLRNnz5dhg8frvdHjRolEyZM0PsdQfgBrlJjfcdfMIVHdX3M8IRDTp8+LadOndL7Bw4caDX7sz2EH+AqNcOz+aIpPGqsD3DE5cuX9dedly5dkm9961v6mJr9+dFHH+n9qyH8ABddeE+k4SVTePoNoeuDU9TElsbGRpkzZ44sWrRIX9SuZn+uXLnS/ET7CD/ARXuead31McMTjqivr9ezPAsKCj6b9LJkyRLJz8+XrVu3Sl1dnT7WHsIPcI1azSX5uj66Pjjkww8/lB/96Ed6X3V5PXv21Pvq4vcVK1bo/aeeekrOnz+v9xM2b94shw4dMhXhB7jHv5rLfYuY4Qln/PSnP5V3331XvvOd78iIESPM0SvGjBkj3/jGN+T999+Xn/3sZ+boFWpW6Lx58z4LQMIPcIl/NRd15wZWc4FDVq1apcf6VHeXjlr6TD2/evVqc+SKe+65R55//vnPApDwA1zCnRuANiUHIOEHuMLf9XHnBqCVRAASfoAr1F3aL10whUet5kLXB7SiAjDn9ttvbzE1gIga9E+fyI5Jb0uPbldO54azeTL9t7fKpy05ugaQKqfFY/ZDUVtbK6WlpaaKh7i95ji+x+pO0mrQPTCvfTv1K8/Z/+n9T0w2RfZxHrvPtdfL155A1PnX8CwYF2jwAVFz8OBBwg+IPP91fazhCbRJBd/8+fMJPyDS0nV96gGglUTwMdsTiDq6PqBDkoNPzfYk/ICoousDOuzEiROfBZ9C+AFRRdcHdNijjz76WfAphB8QRXR9QJdYFX4vv/yyPPDAAzJs2DCZMGGCvPjii+YZdzU0NMjcuXP1iuPqdc+cOVNfTxMHCxYs0NfD2Wb//v0ya9Ys/Z6oh3p/9u3bZ561hKVdn63vaSYlztnHH388Nues+mx++umnnfpstib8Xn31VX033rfeekuam5v1HXnVzQm3bEm6cNcx6iLo2bNn6w/bixcv6td9+PBhKS8vl927d5ufclNlZaXs3LnTVPZ455135Lvf/a78/ve/1++Jeqj3R31l8uabb5qfCpmlXZ+t72kmJZ+zly5disU5m/hs/stf/uLUZ7M14bdx40a9Xbdunf4HlrgVvboBoavWr1+vP1ynTZsmR48e1QOyU6deWYh4zZo1eusadYPJiooKqa6uNkfs8qtf/Up/qKlvINRtT9QH29ixY/Vzr732mt6GzrKuT72n6jy19T3NpORzVn1WxeGcTXw2P/bYY059NlsTfrt27dJ/saqlVh5++GG9PXfunN66aM+ePXq7ePFi6dWrl/To0UOWL/c+2DynT3u/3TuorKxM6urqpKqqyhyxyx/+8Ae9VZ2eujN079695Xvf+54+dvLkSb0NlYVdn3pP1d+bre9pJiWfs+p8jcM5m/hsvuuuu3TtymeztRNeVKutTJkyRW9ddOzYMf2PSp1Afvn5+WbPLdOnT9cnk61rBKr3RCkuLtZb5c4779RbNdYTOgvH+tR7qu6aHYd1LuN4zvq58tlsZfipCxF/8pOfyLhx4/RvWHGyfft2vf3617+ut6558sknpW/fvqayz9///ne97datm94qiQ+6jz/+WG9DY+lYn3pPb7jhBlPFj+vnbDKXPputDL+ePXvKgAEDpKamRn74wx/Khx9+aJ5x25kzZ+S5557TMwy///3vm6MIkhrva0vIN0Dhuj4Lxe2cdemzOZDwU1Of23qks2LFCv2X+8QTT8jrr78uS5cuNc9ER7rXmniko2ZQzZkzR48xbdiwQbp3726eiYZ0rzPxcEWo7wnX9VlHzX6M8jnbGS58NicEEn7qO/K2Hu1R19EoO3bs0NsoSfdaEw+/I0eO6OvK+vTpo79C6devn3kmOtK9zsQjShJfd37yySd6qyS+7gz1qz26Pquoc3bVqlWRPme7IsqfzQnWfO1599136y7h7Nmz5oh3rl++rLfXXWflt7MZoaaHz5gxQ188qk6i/v37m2cQhoEDB+qt+nBLSMwAHTFihN4Gjq7PKolz9otf/GIsztnEZ3NiPFxx4bPZmv/z+++/X2/VygHqL1Y91q5dq48lrrNyjVo1RF0YXFJSIps2bbJ6IkhcjB49Wm/V+6GuX1OPX/ziF/rY0KFD9TZwdH3WSD5n582bF4tzNvHZvHfvXqc+m3NaQh7FT9waX62soS4WVR82ydQ/LrW0TkFBgTkSfYnX/M1vflMOHDhgjrYWta8M25J4vX6J8UCbXqe6VmvSpEmm+tz1118vv/3tb+WWW24xR9qnXltGXpfq+tZ5oZsIP9Xxzd17Zd8iiffYxvc0k+JyziZz9bPZms5Pfahs27ZN/+atPmjy8vL0KhuvvPKKU8GXrL6+3uzBFoWFhXrlDjV7Lzc3V/9bVF/7qE6wo8GXUXR9VonjOZv4bFbffLj02WxN5xcncXvNcXyPM9L5RaTrUziP3efa63V3JgkQdXR9QNYQfoCNmOEJZBXhB9iIrg/IKsIPsA1dH5B1hB9gG7o+IOsIP8AmdH1AIAg/wCZ0fUAgCD/AFnR9QGAIP8AWdH1AYAg/wAZ0fUCgCD/ABnR9QKAIPyBsH5xK7foGjqHrA7KM8APCdmBNatc3usLsAMgWwg8Ik+r6Dm82hefWUSJFk00BIFsIPyBM9RtTu77xy7yzMtcUALKF8APCorq+Q+tM4bm5hLE+ICCEHxAW/1jfhNV0fUBACD8gDOnG+gaXmQJAthF+QBj8Y33M8AQCRfgBQfOP9anr+oZMNQWAIBB+QND8Y31jFjLWBwSM8AOCpNbwTB7rUzM8CyeaAkBQCD8gSHUrU7s+tYYnXR8QOMIPCIoa6zu6xRSemwpZzQUICeEHBMU/1ldWSdcHhITwA4Jwril1rG/ASGZ4AiEi/IAg+O/XN2o+XR8QIsIPyDY1wzN5rE/N8CyeaQoAYSD8gGzb/ywzPAHLEH5ANvnX8Mwv5ro+wAKEH5BN/q5P3a8vN88UAMJC+AHZosb6jr9gCo/q+pjhCViB8AOyRc3wbL5oCo8a6wNgBcIPaMeCBQukqKjIVB3Xv+enIg0vmcrTbwhdH2ARwg9oQ2VlpezcudNU1+YHw/+7ddfHDE/AGoQf4HP+/HmpqKiQ6upqc+QanWuSfx38/0zhoesDrEP4AT5lZWVSV1cnVVVV5sg12rdcuuW0mMJz3yJmeAKWIfwAn+nTp8uuXbuktLTUHLkG/tVc1J0bWM0FsE5OTU1N0q+oAJKVl5frbUe7wMLGNXLLO782lcjJ4iXy1/6dCFEAWZXT4jH7oaitre3cb9gRFrfXHOXXm5jp2djYqLftUl3fhhEily5cqdWdGx79v7GY6MJ57D7XXi9feyI2VJC19cgIdZf2RPApajUXZngCViL8EBuqe2vr0WW+1VwazuaJDC4zFQDbEH5AJvhWc1l74ia6PsBihB/QVf41PAvGyd53bjAFABsRfkBX+e/SzhqegPUIP6Ar0nR9+gHAaoQf0I6rToih6wMiifADOouuD4gswg/oLLo+ILIIP6Az6PqASCP8gM6g6wMijfADrhVdHxB5hB9wrej6gMgj/IBrQdcHOIHwA64FXR/gBMIP6Ci6PsAZhB/QUXR9gDMIP6Aj6PoApxB+QEfQ9QFOIfyAq6HrA5xD+AFXQ9cHOIfwA9pD1wc4ifAD2kPXBziJ8APaQtcHOIvwA9pC1wc4i/AD0qHrA5xG+AHp0PUBTiP8AD+6PsB5hB/gR9cHOI/wA5LR9QGxQPgByej6gFgg/IAEuj4gNgg/IIGuD4gNwg9Q6PqAWCH8AIWuD4gVwg/44FRq1zdwDF0f4DjCDziwJrXrG11hdgC4ivBDvKmu7/BmU3huHSVSNNkUAFxF+CHe6jemdn3jl3lnRa4pALiK8EN8qa7v0DpTeG4uYawPiAnCD/HlH+ubsJquD4gJwg/xlG6sb3CZKQC4jvBDPPnH+pjhCcQK4Yf48Y/1qev6hkw1BYA4IPwQP/6xvjELGesDYobwQ7yoNTyTx/rUDM/CiaYAEBeEH+KlbmVq16fW8KTrA2KH8EN8qLG+o1tM4bmpkNVcgJgi/BAf/rG+skq6PiCmCD/Ew7mm1LG+ASOZ4QnEGOGHePDfr2/UfLo+IMYIP7hPzfBMHutTMzyLZ5oCQBwRfnDf/meZ4QkgBeEHt/nX8Mwvvup1fQ0NDTJ37lwZPny4DBs2TGbOnCm1tbXmWQAuIPzgNn/Xp+7Xl5tnitYaGxtl9uzZsn//frl48aI0NzfL4cOHpby8XHbv3m1+CkDUEX5wlxrrO/6CKTyq67vKDM/169fr0Js2bZocPXpUTpw4IVOnXvkza9as0VsA0Uf4wV1qhmfzRVN41FjfVezZs0dvFy9eLL169ZIePXrI8uXef8dz+rQXpgCcQPjBTRfeE2l4yRSefkM6dF3fsWPH9FefKvT88vPzzR6AqMupqalpMfuAM4pOrZZ/+a+dphJ583/8u7yfP95U12bv3r2ydetWeeihh2TKlCnmaPvUGGFVVZWpANgmp8Vj9kOhZtGVlpaaKh7i9poDf71qNZfnb/98oovq+r5/pN2JLm05c+aMzJgxQwYNGiTbtm2T7t27m2faV1RUpDvIuOA8dp9rr5evPeEe/2ou9y3SwacCqa1HOk1NTTJnzhzp3bu3bNiwocPBB8B+hB/c4l/NRd25wazmojqxth5+R44ckVmzZkmfPn1k+/bt0q9fP/MMABcQfnBLBu7cUF1drb/qVBe4q+Dr37+/eQaAKwg/uMPf9XXizg379u2TyspKKSkpkU2bNknfvn3NMwBcQvjBHeou7ZcumMKjVnO5xq5v8+YrS6GpC9yHDh3aobFBANFD+MEN/tVcVNc3uMwUHVdfX2/2ALiM8IMb0q3m0ok7N5w8eTLthJjEA4AbCD9En7/rKxgnUjTZFADQGuGH6PNf19eBNTwBxBvhh2hL1/WpBwC0g/BDtNH1AegEwg/RRdcHoJMIP0QXXR+ATiL8EE10fQC6gPBDNNH1AegCwg/RQ9cHoIsIP0QPXR+ALiL8EC10fQAygPBDtND1AcgAwg/RQdcHIEMIP0QHXR+ADCH8EA10fQAyiPBDNND1Acggwg/2o+sDkGGEH+xH1wcgwwg/2I2uD0AWEH6wG10fgCwg/GAvuj4AWUL4wV50fQCyhPCDnej6AGQR4Qc70fUByCLCD/ah6wOQZYQf7EPXByDLCD/Yha4PQAAIP9iFrg9AAAg/2IOuD0BACD/Yg64PQEAIP9iBrg9AgAg/2IGuD0CACD+E74NTqV3fwDF0fQCyivBD+A6sSe36RleYHQDIDsIP4VJd3+HNpvDcOkqkaLIpACA7CD+Eq35jatc3fpn3rzLXFACQHYQfwqO6vkPrTOG5uYSxPgCBIPwQHv9Y34TVdH0AAkH4IRzpxvoGl5kCALKL8EM4/GN9zPAEECDCD8Hzj/Wp6/qGTDUFAGQf4Yfg+cf6xixkrA9AoAg/BEut4Zk81qdmeBZONAUABIPwQ7DqVqZ2fWoNT7o+AAEj/BAcNdZ3dIspPDcVspoLgFAQfgiOf6yvrJKuD0AoCD8E41xT6ljfgJHM8AQQGsIPwfDfr2/UfGu7vpdfflkeeOABGTZsmEyYMEFefPFF8wwAVxB+yLqeH72TOtanZngWzzSFXV599VVZtGiRvPXWW9Lc3CxNTU2yZMkS2bIl6f8fQOQRfsi6W//0H5GZ4blx40a9XbdunTQ2NsrKlSt1vXlz0le2ACKP8EN2fXBK/uW/dprCk19s9XV9u3bt0qGnvu5UHn74Yb09d+6c3gJwA+GH7Nr/rOS0fGoKj7pfX26eKeynvgZVpkyZorcA3JBTU1PTYvaBjFJjfSMPfVuuu3xJ1/+44Tapv6da70eB+gq0vr5evvSlL8ljjz0m3bt3N89cXXl5uVRVVZkKgG1yWjxmPxS1tbVSWlpqqniIzWt+7dupE13+7WWRYdNMYb+nnnpKDhw4IO+++67cf//9snr1aunVq5d5tn1FRUX669O44Dx2n2uvl689kR0X3hNpeMkUnn5DQr+uTwVSW490VqxYITU1NfLEE0/I66+/LkuXLjXPAIg6wg/ZsecZkeaLpvBYMMNTdWJtPdrz+OOP6+2OHTv0FkD0EX7IPLWaS9LXnR/2GhiZ1Vzuvvtu3QmePXvWHBG5fPmy3l53HacL4ArOZmSebzWXPxV8IzIzPNXYnqJWdVGhpx5r167Vx8aOHau3AKKP8ENmqfv1+e7c8H7+eFPYT33F2bdvXx14Q4YM0Y8NGzboYz/+8Y/NTwGIOsIPmZXmzg0tOd1MYb9bbrlFtm3bJqNHj5brr79e8vLy9Dqfr7zyihQUFJifAhB1hB8yx9/1RfTODYWFhXotz4aGBjl+/LjuAgcNGmSeBeACwg+Zo+7SfumCKTxqNRfu1wfAQoQfMkN1fcdfMIVHdX2Dy0wBAHYh/JAZaoanZdf1AUBbCD90nb/rKxgnUjTZFABgH8IPXee/S7vq+gDAYoQfuiZd16ceAGAxwg9dQ9cHIIIIP3QeXR+AiCL80Hl0fQAiSeT/A1BOXaQzmxseAAAAAElFTkSuQmCC[/img]
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Information: 8. Análise dos coeficientes y=ax+b