FInd domain and range `R={(x,y);x` is an integer and `|x| lt 3 and y=|x-3|}`

FInd domain and range R={(x,y);x is an integer and |x|<3 and y=|x-3|}

Find the domain and range of each of the following relations : R={(x,y):x " is an integer" and |x| lt3 and y=|x-3|}

Find the domain and range of each of the following relations : R={ (x,y) :x is an integer and |x| lt 3 and y= |3| }

Find the domain and range of |x-3| .

Find the domain and range of |x-3| .

If R ={(x,y) :x is an integer and |x| lt 3 "and" y=|x-3|} then the range of R is

Final domain and range of the following R={(x,y):x and y are integers and x^(2)+y^(2)=25

If A={2,4,6,8} and B={1,3,5}, then find the domain and range of the relation: R{(x,y):x in A, y in B and x gt y}

If A={2,4,6,8} and B={1,3,5}, then find the domain and range of the relation: R{(x,y):x in A, y in B and x gt y}

Find the domain and range of the following relation R={(x,y):x in N ,x lt 6 and y=4}