If the coordinate of the point `A,B,C` and `P` are `A(6, -3), B(-3,5), C(4, -2)` and `P(alpha,beta)` then the ratio of the areas of the triangle `PBC` and `ABC` is

If A(6, 3), B(3, 5), C(4, 2), P (alpha, beta) , then the ratio of the areas of the triangles PBC, ABC is

If A(6, 3), B(3, 5), C(4, 2), P (alpha, beta) , then the ratio of the areas of the triangles PBC, ABC is

If A(6,3),B(-3,5),C(4,-2) and P(a,b) then the ratio of the areas of the triangles PBC,ABC is |a+b|:7 |a-b|:7 |a+b+2|:7 |a+b-2|:7

If A(6,3),B(-3,5),C(4,-2) and P(a,b) then the ratio of the areas of the triangles PBC,ABC is |a+b|=7 |a-b|=7 |a+b+2|=7 |a+b-2|=7

The coordinates of A,B,C are (6,3) , (-3,5) , (4,-2) respectively and P is any point (x,y) . Show that the ratio of the areas of the triangles DeltaPBC and DeltaABC is |(x+y-2)/(7)| .

The coordinates of A,B,C are (6,3),(-3,5) and (4,-2) respectively and P is any point (x,y). Show that the ratio of the areas of triangles PBC and ABC is |(x+y-2)/(7)|

The coordinates of A ,\ B ,\ C are (6,\ 3),\ (-3,\ 5) and (4,\ -2) respectively and P is any point (x ,\ y) . Show that the ratio of the areas of triangles P B C and A B C is |(x+y-2)/7| .

The coordinates of A ,\ B ,\ C are (6,\ 3),\ (-3,\ 5) and (4,\ -2) respectively and P is any point (x ,\ y) . Show that the ratio of the areas of triangles P B C and A B C is |(x+y-2)/7| .

The coordinates of points A, B, C and P are (6, 3), (-3, 5), (4, -2) and (x, y) respectively, prove that (DeltaPBC)/ (Delta ABC) = (x+y-2)/7