IF `G (barg),H (barh)and p(barp) ` are centroid orthocenter and circumenter of a triangle and ` x barp + y barh + z barg = bar0` then (x,y,z)=

If G(bar(g)),H(bar(h)) and P(bar(p)) are centroid, orthocenter and circumcenter of a triangle and xbar(p)+ybar(h)+zbar(g)=0 then (x,y,z)=

If H is the orthocenter of DeltaABC and if AH = x, BH = y, CH = z , then a/x+b/y+c/z=

If Delta= [[0 , x , -y ],[-x , 0 , z],[ y , -z , 0 ]] then

The sides of triangle are denoted by x , y nd z . Area of the triangle and semiperimeter of the triangle are denoted by P and q respectively .If P= sqrtq (q-x)(q-y)(q-z) and x+y-z=y+z-x=z+x-y=4 Find P (in square units)

The determinant |x p+y x y y p+z y z0x p+y y p+z|=0 if x ,y ,z

The determinant |x p+y x y y p+z y z0x p+y y p+z|=0 if x ,y ,z