Find the coordinates of the vertices of a triangle, the equations of w

1.	Find the coordinates of the vertices of a triangle, the equations of whose sides are : (i) x+y−4=0, 2x−y+3=0 and x−3y+2=0 (ii) y(t1+t2)=2 x+2 at1 t2, y(t2+t3)=2 x+2 a t2 t3 and, y(t3+t1)=2 x+2 at1 t3.
Answer» Find the coordinates of the vertices of a triangle, the equations of whose sides are : $(i) x + y - 4 = 0, 2 x - y + 3 = 0 a n d x - 3 y + 2 = 0$ $(i i) y (t_{1} + t_{2}) = 2 x + 2 a t_{1} t_{2}, y (t_{2} + t_{3}) = 2 x + 2 a t_{2} t_{3} a n d, y (t_{3} + t_{1}) = 2 x + 2 a t_{1} t_{3} .$

Find the coordinates of the vertices of a triangle, the equations of whose sides are : (i) x+y−4=0, 2x−y+3=0 and x−3y+2=0 (ii) y(t1+t2)=2 x+2 at1 t2, y(t2+t3)=2 x+2 a t2 t3 and, y(t3+t1)=2 x+2 at1 t3.

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Find the coordinates of the vertices of a triangle, the equations of whose sides are :

$(i) x + y - 4 = 0, 2 x - y + 3 = 0 a n d x - 3 y + 2 = 0$ $(i i) y (t_{1} + t_{2}) = 2 x + 2 a t_{1} t_{2}, y (t_{2} + t_{3}) = 2 x + 2 a t_{2} t_{3} a n d, y (t_{3} + t_{1}) = 2 x + 2 a t_{1} t_{3} .$

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Find the coordinates of the vertices of a triangle, the equations of whose sides are : (i) x+y−4=0, 2x−y+3=0 and x−3y+2=0 (ii) y(t1+t2)=2 x+2 at1 t2, y(t2+t3)=2 x+2 a t2 t3 and, y(t3+t1)=2 x+2 at1 t3.

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