If A = {x, y, z}, then the relation
`R={(x,x),(y,y),(z,z),(z,x),(z,y)}`, is

Let A={x, y, z} be a given set and a relation R on A ios defined as follows : R={(x,x),(y,y),(z,z),(x,y),(y,z),(z,x)} Then the relation R on A is -

Prove that |{:(y+z,x,x),(y,z+x,y),(z,z,x+y):}|=4xyz

What is the determinant of the matrix ({:(x,y,y+z),(z,x,z+x),(y,z,x+y):}) ?

If x=y^z,y=z^x,z=x^y then

The value of |(x+y,y+z,z+x),(x,y,z),(x-y,y-z,z-x)|=

evaluate: |(a+x,y,z),(x,a+y,z),(x,y,a+z)|

evaluate: |(a+x,y,z),(x,a+y,z),(x,y,a+z)|

evaluate: |(3x,-x+y,-x+z),(x-y,3y,z-y),(x-z,y-z,3z)|

evaluate: |(3x,-x+y,-x+z),(x-y,3y,z-y),(x-z,y-z,3z)|