Each of the following defines a relation on N: `x -> y , (i) x , y in N x+y=10 , (ii) x , y in N, x y` is square of an integer, (iii) `x , y in N` `x+4y=10 ,x , y in N`

Each of the following defines a relation on N:x rarr y,(i)x,y in Nx+y=10,(ii)x,y in N,xy is square of an integer,(iii) x,y in Nx+4y=10,x,y in N

Each of the following defines a relation on N : (i) x > y ,\ x ,\ y in N (ii) x+y=10 ,\ x ,\ y in N (iii) x y is square of an integer, x ,\ y in N (iv) x+4y=10 ,\ x ,\ y in N Determine which of the above relations are reflexive, symmetric and transitive.

Each of the following defines a relation on N : (i) x+y=10 ,\ x ,\ y in N (ii) x y is square of an integer, x ,\ y in N (iii) x+4y=10 ,\ x ,\ y in N

Each of the following defines a relation of N : x+4y =10 , x , y in N Determine which of the above relations are reflexive , symmetric and transitive .

Each of the following defines a relation of N : x+y = 10 , x , y in N Determine which of the above relations are reflexive , symmetric and transitive .

Each of the following defines a relation of N : x. y is square of an integer x,y inN . Determine which of the above relations are reflexive , symmetric and transitive .

Determine the domain and range of the following relation : {(x,y): x in N , y in N and x + y= 10} .

Determine the domain and range of the following relations: (i) {(1,2),(1,4),(1,6),(1,8)} (ii) {(x,y), x in N, y in N and x +y=10} (iii) {(x,y): x in N, x lt 5, y =3} (iv) {(x,y): y= |x-1|, x in Z and |x| le 3}