The area of a triangle with vertices (a,b+c), (b,c+a) and (c,a+b) is

If a+b+c=lambda, then circumcentre of the triangle with vertices (a,b,c);(b,c,a) and (c,a,b) is

Find the area of the triangle having vertices (a,b+c), (b,c+a) and (c,a+b) and interpret the result geometrically .

The area of the triangle whose vertices are (b,c), c,a) and (a,b) is Delta and the area of the trangle whose vertice are (ac-b^2,ab-c^2), (ab-c^2,bc-a^2) and bc-a^2,ac-b^2) " is " Delta' .If a,b,c represents the sides of a triangle of primeter 16 them ((Delta')/Delta)^(1/8) is equal to

If the area of the triangle whose vertices are (b, c) (c, a) (a, b) is p then the area of the triangle whose vertices (ac-b^(2), ab-c^(2))(ab-c^(2), bc-a^(2)) and (bc-a^(2), ac-b^(2)) is

The area of the triangle formed by (a,b+c),(b,c+a) and (c,a+b) is a+b+c( b) abc(a+b+c)^(2)(d)0

Find the areas of the triangle whose vertics are (a,bc),(b,ca),(c,ab)

The area of triangle formed by vertices are (b,c),(c,a) and (a,b) is Delta, and the area of triangle whose vertices are (ac-b^(2),ab-c^(2)),(ab-c^(2),bc-a^(2)) and (bc-a^(2),ac-b^(2)) is Delta'. If a,b,c represent the sides of triangle of perimeter 16. Then the value of (Delta')/(64Delta)=