" 2.Determine the range of the relation: "R={(a,b)!=b=|a-1|,a in z" and "|a|<=3]

Determine the domain and range of the reletion R defined by: R={(a,b):b=|a-1|,a in Z and |a|<=3}

Find the domain and range of the relation R={(a,b):a+b=10,a,b in N}

Determine the domain and range of the relation R defined by: R={(a , b): b=|a-1|,\ a in Z\ a n d\ |a|lt=3}

Find the domain and range of the relation p defined by p={(a,b):b=|a-1|,a∈Z and |a| ≤3}.

Determine the domain and range of the following relations. (i) R = {(a, b) / b = |a - 1|, a in z , |a| < 3}

Which of the following is the range of the relation R=(a,b):a,b in N,a<5,b=3a+1}

Let Z be the set of integers.Show that the relation R={(a,b):a,b in Z and a+b is even } is an equivalence relation on Z .