[" The area of triangle "ABC" is "20cm^(2)" .The "],[" co-ordinates of vertex "A" are "(-5,0)" and "B],[" are "(3,0)" .The vertex "C" lies on the line,"],[x-y=2" .The co-ordinates of "C" are "-]

The area of triangle ABC is 25cm^(2) .The co-ordinates of vertex A are (-6,0) and B are (4,0). The vertex C lies on the line,x-y=4 .The co-ordinates of C are

The area of triangle ABC is 20cm^(2) .The coordinates of vertex A are -5,0 ) and those of B are (3,0). The vertex C lies on the line x-y=2. The coordinates of C are (5,3)(b)(-3,-5)(-5,-7)(d)(7,5)

The area of triangle A B C is 20c m^2dot The coordinates of vertex A are -5,0) and those of B are (3,0)dot The vertex C lies on the line x-y=2 . The coordinates of C are (a) (5,3) (b) (-3,-5) (-5,-7) (d) (7,5)

The area of triangle A B C is 20c m^2dot The coordinates of vertex A are -5,0) and those of B are (3,0)dot The vertex C lies on the line x-y=2 . The coordinates of C are (5,3) (b) (-3,-5) (-5,-7) (d) (7,5)

The area of triangle A B C is 20c m^2dot The coordinates of vertex A are (-5,0) and those of B are (3,0)dot The vertex C lies on the line x-y=2 . The coordinates of C are (a) (5,3) (b) (-3,-5) (-5,-7) (d) (7,5)

The co-ordinates of two vertices of Delta ABC are A(-5,7,3) and B(7,-6,-1). The co-ordinates of its centroid are (1,1,1). Find the co-ordinates of vertex C.

The co-ordinates of two vertices of Delta ABC are A(-5,7,3) and B(7,-6,-1). The co-ordinates of its centroid are (1,1,1). Find the co-ordinates of vertex C.

A (-5,0) and B (3,0) are two of the verti- ces of a triangle ABC. Its area is 20 square units. The vertex Clies on the line x - y = 2. The coordinates of C are

The area of Delta ABC IS 5 sq units. Two of its vertices are A(2,1) and B(3,-2) . Third vertex C lies on the line given by y=x + 3 . Find the coordinates of C.

The co-ordinates of two vertices of Delta ABC are A(3,2,-4) and B(-2,3,-1). If its centroid is (3,1,0), then find the co-ordinates of vertex C.