Sistema de duas equações do 1º grau com duas incógnitas

Problema
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[/img]
Representa através de duas equações a informação dada, sendo [math]x[/math] o preço de uma bola e [math]y[/math] o preço de um boné, ambos em euros.
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d1cW//d+MIXvhCOcZuhHrhZ86GLYcK4yCzyqCFf2hj7fqteKHPVDODs7GwwhqDtMbwb5MUDpfqE4Fr3nRT+a0O9EYa+nGNAtt3muPdi8B04cKD0mRtnq4xz+jzjBt8TyYG6yrlf15Hee2gHbdF0jxBMaPAuFw9szGjH5NgPGnuHeX9szY7pNJq+0Hqco5lrUTpPKiE8R+IQv3OzOGftF2trCNfpQCEMjjD4xeJqfRN+rFWM0+wosQw1t7YmvhbEq/MnHaF8SBd/8onLIjqVEcIgd+dJKqwHUrg4vSrqwrA2id/In3Oc1k9J7xy5xkkPWrtJvBj8qvJB58iOk+xKIw4vPcT5cB3rse160fo00iQd9AzSAzrGX7rGxTLX5VNFjr5z63lQuaV/ficP8iJP8ibtOnL7D/LkhKtKj/M03CDtX+HQjcqKLHFZOXKNU/rSZSwHIAPh0CF5x+FUj6SXhqOdpOFA7SKWT3Fj+SQzaRFf5eIY02Y7q4L0KBOQLvkgXypHE8hCfv2CnOTda77DQP0prtcY6h59094BmeP6bQPpk7rUNfWrPEeJ2lUM1+lYiR4kL/pAj8jb1AZT+mlLioMMqgdkjHWYojjIqTF3lGhcTeuUflilM/oHddELpE1d4DQ2qH13qxfpjjomHHFIQ34x6VgGnBM2BXnwpxyEwXGOX1V45MWf9FM0jvI78pE36RE2llHlVfukbORJuG59tkpW5YcTuXI00ffoSWZkLuXnQBwpHkHjjhNDmioc4YhHoWIFAHE1EPKblBanSbwqhRC+zp80YurySaHy4pt5XbiUqjwFjSduAKQf65xz/OObtMKlusW/Lp9UdvIkzZhUD3V1WKevOFwv9YIcSgs5Ic2DOOo8lEPU5VNHk74ht54HkRtIk7SVD78rnW7k9h/KqvQJx0CicsXEOlF6OK5jeXL1UkVcVvJAR+kNMk2fMBpoYwin8uKII3njuqxKj7JyzoAdk+qgSr66dl9Fm+1MkD/hkEFofCAu6fWC4vaLdJmWa5TQDtSu5PCrG9viML3qKwfqT+2Duh1GHk1QdpUzdZQbVHexntSHCIO+eqGftkQe9MO4n3CObHWoD3TrJ8MkbkOpS2Wi7vFP22IO6diAXnLSQQb1B47okvqkTcaQvsJpLFT9VxGPZ6RFWIWvauMaQ6tQX0zH0bTNxWXB5fYn2mIqKzrgOiZXjm4s4U8nsplQ+HcFLy50Gk0r66mMmST4tyvvAIxiGOPfg7zU27mZhLV/pjv8K/af//xna0s5jGmC5QMsHYhfFjZmXIxkDbYxxkw6l156adhBh7fV21y7OI1g6PzqV7+ycW1GCsZ1zouFxowCG9jGGJMBLxjpLf6qHSfOd3jo4CU5jOvZ2dkFL3kZMyz0IiTG9a5du7J24zBmFNjANsaYDNgd4NZbbw3Go5djnQvbAbKDA4bOL37xi6xdQ4wZBB7m2FWH3XnYzjJ3n25jRoHXYBtjjDHGGNMinsE2xhhjjDGmRWxgG2OMMcYY0yI2sI0xxhhjjGkRG9jGGGOMMca0iA1sY4wxxhhjWsQG9hTC1x2vv/768JU7Mzja3xe91vHiiy8WV1xxRbFkyZJwtO6NMcaY8xcb2FMGnyfm0+nf/va3x/4VNYzNbkbpYkcfL+Dz2OzvWwfGNV/327lzZ/hk9/e///3w+W72TTbGGGPM+Yf3wZ4imGnFGNy3b1/YdH/cYGAfPXp0Yj/KsWXLlmL79u3hnIeWurLw34IVK1aEhxvBLDacPHkyHI0xxhhz/uAZ7CmCGVMMvUGMa4x0jEM+P6vZZ2ZyWSIho3GY7NixIxjmzBzH4Icb5dILDOamhwO+JPb6668Xq1atKn3m2Lx5c3Hq1KnwuzHGGGPOL2xgTxEYhGvWrCmv+gMj/dixY8FQ37NnT/C7//77i127dg19Npa8b7755pDX3r17Fxinhw4dCse1a9eG42LhP//5Tzhedtll4SiWLVsWjvrdGGOMMecPNrCnBIzRM2fOFMuXLy99+uPJJ58sLr744mLTpk1hZhaj9+677y5WrlxZhhgezLyvW7du3oh+7733whE++eST4N9NDmbcNdPd5JiRb5NLL720PDPGGGPM+Y4N7Cmh7ZnSm266KSxxYMkIRm8TGKypEQusXU79m158lBH9zjvvhCP85S9/KR544IHyqhqWc/BKQY47fPhwGcsYY4wxpl1sYJtKLrnkknBcv359ODaBwZoascCLgal/zkuPzFa/+eab4Zw14MzQ5xj64+LEiRPlmTHGGGPOd2xgm0r2798f1mHHs8ijZPXq1cVHH30UzpHloYceCufdGMcSkaVLl4bjxx9/HI4pV111VXlmjDHGmPMFG9hTgmacNes7CBiqvKTHC5NHjhwpfUcLLw2y9zSz15QpZ9Z7HEtEWM4yMzNTPPfcc6XPHFxfd911YT27McYYY84vptbA5uMfzFKyhvh84PLLLw9H1k0PAvrigyl8pAbjUUYu2+ZxHBVXX311OP70pz8tHn/88XA+LnjBEl599dVwTHnwwQfDC6HaB5sj1z/72c/CtTHGGGPOL6Z6Bhvj8N///nd5Nf2wbhnDrl/4YApfgDxw4EC43rhxY5idvfLKK4tbbrllpLOxWlrBTLoeHkYNe3KjE77SCHydkWv8Y3gYYWtBHkJYfsJyFrYVzJl1N8YYY8z04S85JrA8gp0vMJjG/anxXsHwY7Z3kr+eKHipEYPVu30YY4wxZtLwGuwp4vOf/3x5NvlgXLMntzHGGGPMpNG3gc365qqdGNIdGhSOdal8apvf+Qy3PnnNkWv8+Z21002wFpjZ2jhe+gltrvkt3nO5KR5+zF4DywHS+MyqbtmyJfjjKFe6xht/0kzzoVxay9wtPhCWpQgKR545a8kn/WMn6Es64j8I41oaYowxxhgzCCOZwT5+/Hixe/fuYuvWrcFwYvs3DFgMTHZb4CUx/IH1rvEnsqvg090shdi2bVtY68puF6SXro1NaYrH0op9+/aFc8JwrbXAyMSuELxEePDgweAwBm+99dZz5H3iiSdCOJXrww8/LO66665QXs7xm52dDXrZsGFDGWsOjGt0gI6QkXxYV00+5DetoEO+RHnjjTeGLzqO4suRxhhjjDFDgTXY/bB27drgUkgy9ud8Zmbm7OnTp0ufs+GccKl/x6AN/h0DtPSphjAdA7W8mqNjEAd/QRpck6bIiVcnw+bNmyvLgR9pCOKmeukYypX+VTIiX5weKH7H+C99qiEu8hhjjDHGmPExkhnsG264YcEOFDpP/XNfzOsYkcVLL720YOaY9bqd8pRX1fQbD5599tkg77vvvhuWjeA4Z6b5tddeK0PNcdttt5Vnc1xwwQXhmPrzOfKUxx577Jy1x4pf9zETQJ69e/d63bIxxhhjzJiZyJccMSJZgoFxq23TctYo9xtP67DZ9o812rFj+cYgW+NVwXr1eA221oXXgXyEYUkK67WNMcYYY8z4mEgDGyPy/fffD+uTMUSZXb722mvPedExpd94grXTzHZXubbA6L/zzjuLTZs2hTXgOK0Lr4OZf8Kx9lsfOzHGGGOMMeNhIg1sYGkJBjOz0idPniw2b94cXlhsehGwn3h60fGDDz4Ix2GilzDZgxvDGaevGnaDcMxgY5xP88uQxhhjjDGLnb4N7AsvvHD+M9oi3U1jGDBDy7KJdKaWZR9Qt06533iAUb527doQNy0ju360XW52Gok5ceJEedYdrelmbbgxxhhjjBkPfRvYX//618Pxm9/8ZlhigWMbu2HD7DP5sFcyyylYf8yRF/wwguv2Ts6Np9lqtg+kTDKeWR4CpPHUU08Fw5r4bKn3/PPPh9/agBl1lq4gJ/lzvO+++8pf+4e15qQV70WO/Itttht9U27JiaPuctbKj4tc3ao8VS598DPGGGPMBHN2ANhmjm3hSGbFihVhGzmO8XZ0nMfXgjh1/ukWeSlsj8dWdsqbI9fxFnpVW+DlxIODBw/Oh3nrrbdK37PhnO368Md1jO0QNgb/VH5k6ObfTUZ0RL6ck3c30H+aHig+8p46dSr4ST9Nuh6EKlmaoNy0IclJfPktRnJ1SzjqMm1r1PViLZsxxhhj+mMJfzrGgJkCmEVlRp6dUuKZfO0ykvozc9ox+orDhw+XPu1C+h0DOXv7RSAOL6Eyay34QA/LkRZjUx1Et8xwf+Yznwn/HWHNvTHGGGOmg4l9ydGcC/txz8zMnLNMBgMX4zT1r4LlDix1YJkDxiNgCGLk4j9skDM2rsmbl1G3bdtW+szBkgpkZDeYeCkGcmLcchwFveg2Zf/+/eF4zz33hKMxxhhjpgMb2FME+3HzMZwctLY8/fgN68uPHTsWXv7cs2dP8OMT88yyYuiOCoxm1rljKLMu/dFHHy1/mXsIePvtt4s//OEPocwvv/xy+UtRHDhwIBzvuOOOcBwHdbpNYVtFHhzijy0ZY4wxZvKxgT0l6CXA1atXh2MTs7Oz4YXNdPaU7Qsx+NiHG+MVg/vuu+8uVq5cWYYYPsycs3SCF0jPnDlTLFu2bIERiix88ZLZY2bsMbYFu8Hgt3HjxtKnGma5c12v1Ok2hhl4ynbvvfeWPsYYY4yZFmxgTwmffvppOGKMNoFxxyfjn3766drZU7b8Y10xhvu6detK33q0NCM1TFmfnPpr6UkdWnZx+vTpYuvWrWGf8njZSAwz9m+88UZ5VRTHjx/PmhUm/VzXCzm6hd27d4c12qN8cDHGGGPMaLCBfZ7BsgtehnzllVe6GneXXHJJOK5fvz4cm+BlvirDlJccU//clx4xUHn5D4OZrQs1Sx/DMgyMavHCCy+MbU1zrm55wOC/A9/61rdKH2OMMcZMEzawp4SlS5eWZ/VgoN51111h7XLTzCkv4LEO+5133il9xsfy5cvDUbP0Mddcc01YagEYrqtWrcp64TCdVe/mcuhFt88880zQbd2svDHGGGMmGxvYU4KMurovUvLS4IYNG8Ia63gGmV04UjBUWWqyZs2a4siRI6XvaMCgTZeQqEyaVY/57Gc/G47E4aXM3NnrdFa9m2uiF93yAiRbKbL0xRhjjDHTiQ3sKUJfgazi4YcfDi/exbOmzLqyVCEGv507d4alGRjt+hw+Sx/i7fCGyXe/+935nTgwnDFIeXGwamZaDxbMCvMyZtPa62GQq1vQ1nxNL2EaY4wxZnLxh2amCIxRXio8dOjQghcTMVZZklCHmoBmXFlPjaGKQX3llVcGP2Zne13SwGx0rx+a4SVB1lHrQQG5me3t9iEW5EbeYX0wpxu5uhXs3Y0e0acxxhhjphMb2FMGBiqzzf0YxJMKBrYeCowxxhhjxo0N7CmE3SweeeSRsJf1tH+Ce8eOHcXNN9+ctZWgMcYYY8wosIFtJg5m5rdv316cOHEiXPtjLcYYY4xZTPglRzNx8PLg7bffHnY6sXFtjDHGmMWGZ7CNMcYYY4xpEc9gG2OMMcYY0yI2sI0xxhhjjGkRG9jGGGOMMca0iA1sY4wxxhhjWsQGtjHGGGOMMS1iA9sYY4wxxpgWsYFtjDHGGGNMi9jANsYYY4wxpkVsYBtjjDHGGNMiNrCNMcYYY4xpERvYxhhjjDHGtIgNbGOMMcYYY1rEBrYxxhhjjDEtYgPbGGOMMcaYFrGBbYwxxhhjTIvYwDbGGGOMMaY1iuL/AaRRarLjG8wdAAAAAElFTkSuQmCC[/img][br][br]
Definição de sistema
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[/img]
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[/img]
Escreve na entrada cada uma das equações resolvidas em ordem a y. Posteriormente determina o o ponto de interseção entre as duas retas.
O que podes concluir sobre o ponto de interseção e a solução do problema?

Classificação de Sistemas

Representação gráfica e classificação de sistemas de equações
Altera os valores dos seletores, e verifica o que acontece à representação das duas retas.[br]Relaciona a classificação dos sistemas com a respetiva representação algébrica dos mesmos.
Plano Interativo
Atividade
De seguida serão apresentadas três questões . Para conseguires responder às questões precisas de utilizar os seletores de modo a permitira classificação de sistemas. [br]O objetivo desta atividade é analisar qual é a posição/configuração das retas em cada tipo de sistema.
Sistema possível e determinado
Encontra uma configuração utilizando os controles deslizantes em que, o sistema encontrado seja Sistema Possível e Determinado.[br]Depois de observares a representação gráfica do sistema, indica a opção correta.
Sistema possível e indeterminado
Encontre uma configuração utilizando os controles deslizantes em que, o sistema encontrado seja Sistema Possível e Indeterminado (IPD).[br]Observando a representação gráfica desse tipo de sistema, é correto afirmar que:
Sistema impossível
Encontra uma configuração utilizando os controles deslizantes em que, o sistema encontrado seja Sistema Impossível (SI).[br]Depois de observares a representação gráfica do sistema, indica a opção correto.

Exercícios

Vamos por em prática o que aprendemos
questão 1
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[/img]
questão 2
[img]data:image/png;base64,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[/img]
questão 3
[img]data:image/png;base64,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[/img]
questão 4
[img]data:image/png;base64,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[/img]
questão 5
Cada figura representa graficamente um sistema de equações. Apenas por observação, indica quantas soluções tem o sistema representado.[br][img]data:image/png;base64,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[/img]
questão 6
Cada figura representa graficamente um sistema de equações. Apenas por observação, indica quantas soluções tem o sistema representado.[br][img]data:image/png;base64,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[/img]
questão 7
Cada figura representa graficamente um sistema de equações. Apenas por observação, indica quantas soluções tem o sistema representado.[br][img]data:image/png;base64,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[/img]
questão 8
Cada figura representa graficamente um sistema de equações. Apenas por observação, indica quantas soluções tem o sistema representado.[br][img]data:image/png;base64,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[/img]
questão 9
No referencial cartesiano estão representadas as retas de equação:[br][math]y=4[/math][br][math]x=2[/math][br][math]y=-2x[/math][br][img]data:image/png;base64,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[/img][br]Observando as retas representadas indica o conjunto -solução de cada sistema equação:[br][img]data:image/png;base64,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[/img]
questão 10
No referencial cartesiano estão representadas as retas de equação:[br][math]y=4[/math][br][math]x=2[/math][br][math]y=-2x[/math][br][img]data:image/png;base64,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[/img][br]Observando as retas representadas indica o conjunto -solução de cada sistema equação:[br][img]data:image/png;base64,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[/img]
questão 11
No referencial cartesiano estão representadas as retas de equação:[br][math]y=4[/math][br][math]x=2[/math][br][math]y=-2x[/math][br][img]data:image/png;base64,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[/img][br]Observando as retas representadas indica o conjunto -solução de cada sistema equação:[br][img]data:image/png;base64,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[/img]

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