Domain and range of a inverse relation

Domain and range of a relation

Let the domain and range of inverse circular functions are defined as follows: If xepsilon[-1,1] then range of tan^(-1)(-x) is

Let the domain and range of inverse circular functions are defined as follows: If xepsilon((-pi)/2,(pi)/2), cosec^(-1)cosecx is

Let the domain and range of inverse circular functions are defined as follows: sin^(-1)xlt(3pi)/4 then solution of x is

Domain and Range of a function

A relation R is shown from sets P to Q in the following diagram: write this relation in Roaster form and in Set builder form. Also find the domain, co-domain and range of the relation.

Find the domain and range of the relation R={(-1,1),(1,1),(-2,4),(2,4)}

Determine the domain and range of the relation R defined by : R= {(x, x +5): x in {0,1,2,4,5}}

find the domain and range of the relation R={(x,sqrt(x)):-4<=x<=4,x in Z}

Find the domain and range of the relation R={(x,x^(2)):x<=4,x varepsilon N}