6.5.2 Perpendicularidad

[img]data:image/png;base64,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[/img] [br][br]Los vectores de coordenadas [img]data:image/png;base64,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[/img] son perpendiculares.[br][br]Observamos :[br]Recta 1; vector director v[sub]1[/sub](5, 2) y m[sub]1[/sub]= [math]\frac{2}{5}[/math][br]Recta 2; vector director v[sub]2[/sub](-2,5) y m[sub]2[/sub]= [math]\frac{-5}{2}[/math] [br][br]Dadas dos rectas perpendiculares, tenemos que la relación entre las pendientes es m[sub]2[/sub]=[math]\frac{-1}{m_1}[/math] .
[b]Página 169. Ejercicios 5,6 y 7. [/b]

Information: 6.5.2 Perpendicularidad