Dos rectas en el plano pueden ser:[br][br][img]data:image/png;base64,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[/img][br]Dadas dos rectas para ver cual es la posición relativa entre ellas, hay dos opciones:[br][br]a) Estudiar los vectores directores de ambas rectas:[br][br][img]data:image/png;base64,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[/img][br][br]b) Resolver directamente el sistema de ecuaciones:[br][br][list=1][*]El sistema tiene solución única. Sistema Compatible Determinado -> RECTAS SECANTES[/*][*]El sistema tiene infinitas soluciones . Sistema Compatible Indeterminado -> RECTAS COINCIDENTES[/*][*]El sistema no tiene solución . Sistema Incompatible -> RECTAS PARALELAS[/*][/list]
[b]Página 171. Ejercicio 1[/b]