Resuelve los siguientes sistemas por el método gráfico
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[/img]
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[/img]
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IBlDdUL4ffxx7xRFrgftxFxD2WQ3jyEC60nYpwmavVxrTHq2yC4m5ah4NETFDeQ8sgVGL/Tf/kvI379tuu0TzSJ/ACu7PCDiKpuUNQEd3J3tCKe+RAKT69S6VLRmOGHOGsnBcyKpvTy+j9Xfm4+2fMF1C/4MqWtHkOzj5eqZFvjqaIbURPI3d2RrHjmNCQ8nVTziurovk80RxNFLaZra8aQ9+ZsEt/cQJ+IeGTh/B3dqFHeAFVFXXNnPy2aFUmXX9Q9XpX5MyXeeWfkKrlJa51bEO9Pg8nZLZDOVSpvV1MQX1tDY7w3U7b4Jm34REQ8C2f6ThWnqIg++ESTNGlMXZEagcVJLthw1AHG/K7YGBwPp29CMTfSFae/6QN1r51RuV4IrxtmLfsM0aN34Fm/9XDSxGKeilRELE6Cy4ajcDDmo+vGYMQ7fYPQuZFwPf0N+qjZBr3wiaaRr/WGIrWEbp8OJU87M/pw7gnKExMRlVHm/i+ohwDEMbKlsSuPUY4SwUnpSP0imYIGWBAXILz74hiTY1im/BmGqiQK7DGIVl9nLlK+RnL7NIV62pHZh3PpxEunUFnmfvqih4DAMSLbsSvpmDJOURY98Eltm/fobPQ/6G+TPWnCtED67lg2lTHUVNPH1DqO9G40jR+9nvKa5xNjuWjcJ6WXKMxjMI3+2zJaFTyfPPuIiMdtSa6bbzIy1WngRa/ESNseDzO/OOjw/vAaRtM+kSBz70/gLT+FE6/3CAn8GDP6eSMm5gjy/JfAQc12GKCoy5Ac6ofg83zYdSxH6m0X7AlqqW2jtIw2fSIG/+N5WNS9zqY3GNyTj4McEcwZqGynQNQyvHhajMJKfVwkQKh6loO0xFu42mMKNhxcjH7NNrH4Ndr0iRkc6m56A1nBeaTc+xALt05mpCa5wlp6B4a1wmyLkyg67qz+VhlHivKSShhbmhnipaiRNN4nsqJrOBafhmcN7OXBtRmAL8b2rf9cBb9g/cwvcaTvFsSvdkZLBkRtoN85Dy0szRr+WLOi8T6hF1k4dzQeuQ08GeV3s6hH1KVIjwlDyLpdOJn+B8QnRsLp4W78vMMHHdQsbJUjdW5uLrKystRrhZbo1asXunTp8uqvxudglJSUICkpqZ7/0R8cHBzQrVs3BluQoiB1Gxb4LULc7faYfzYD653VW7tZ5Uh94sQJnD17Vq1GaAtfX9+3RF2bg9GQqN/Nwbh69Sq2bdvGiI2aZuzYsQyLmofWA+Zg544c/PbxZlz59QHgrN6KsAoidTUSp3XDXIsjyNpU/xiJxfCR5sdgwdy9yGlo+NF9Bv6zYbJyJxUfw/ROk3A/OA9nv2rbdCPftkPRGwITIxibGOiQm0UlOKI+cJ/6GQobulFs1Vv5k4rLUEa9MMzZpmnGyUHhlN7jrIe4a/EcUoCtp9fM4Yp6w91XBcHWoRyZR/YghT8ckzx64OWdSAWuRe/Eo8/CsZ2BTW/YUMzCLLJn+GXXKgQcX4iQIVPg52oLobgENe1DcHSpE5jY9YYVNQuzcDth5uFbGH7lKm5XmqNjj56wszFldKUNK2oW5uGJ0HXgcGhq1xvdWsdTfR+J3y/FrClemDh9IdYev4VybdukS0jvIi5wEsKSqrRtiU6jO6Iuu4xw70mIvMZFO/sOkF7djX+Md4JXdHYD88bNBQmyt87GV5vPIP0J65H60JHhh+bTE/WN6uubsPqnZ2C3Mm8YHYnUr9ITHd9PTzSyZCY9Ua8Qp2HtmnxM+GYERM3dF0qgI6I2g0P3jnUuG2/SE5cxk56oP5QhJWwtCj9fCQ9rVtHKoJNyeZmeuAL53hEIHFJf8RbDp+hsCDbW+CPYzVo3vywdRMf8VIr0mKWY6OaJ5f/JQnLoSDh9eQD3G3g8a6jICo5j5Q8mCFzugub901YNHRO1OfpODceh3x7i3qVoTLEn5Py4HOtSqrVtmOaRPcJPQT+izZKlcGJTw1VCYSnfVp1b40/mFpq15g3MpyfqNjL8cWgJwu/ZI+BGHHbfeHX0XiZKqBr3Uv6N3WIr9HDzxCBDKxmmBhSImoc2dh/ACgLNWvMOwgEucLTegvtCQ6y4Uh+E0oJyVGTHIjzkrcPVxfhDWo3iA6EIOdUJ0xzGYFAb9SbYGwIKRM1Bq9YiPL/+BBL8WXtZegymJ+o2PNgGHEZ2QN2jkqvB+GjQJnTbmIH9PqbaMU0PULjlXEvHAbBIS8EtjWxSXo7MI99j24kslLw5VpueOI+B9EQWw0WhWvi9Z8C/7Tis2D0VB7+0Y/bRoxbSE1kMFwXLuV4iK/ofNi74P1zqMhPBC8fjzyIGByLSYtzWYHoii+FSr6hfIkNJ3kX8/Gs1+nl/Alv2voRFx1FC1Cws+gV7hWcxOFhRsxgcrKhZDA5W1CwGBytqFoODFTWLwcGKmsXgYEXNYnCwomYxOFhRsxgcrKhZDI7/B0xknjn97ri8AAAAAElFTkSuQmCC[/img]