Answer:
☃ [tex] \boxed{ \boxed{ \underline{ \tt{B. \: \{( 4,1) \:, \: ( - 2 \: , \: 3) \:, \: (8 \:, \: 0) \: , \: (5 \:, \: - 2) \} }}}}[/tex]
Q. What do you mean by inverse relation ? How can I find it out ? ツ
☄ A relation obtained by interchanging the first and second component of each of ordered pair of a given relation R is known as inverse relation of R. It is denoted by [tex] \tt{ {R}^{ - 1}} [/tex]. In other form, if R be a relation from A to V then the relation from B to A is called the inverse relation of R.
Symbolically , if R = { ( x , y ) : x ∈ A , y ∈ B} then [tex] \tt{ {R}^{ - 1}} [/tex] = { ( y , x ) : y ∈ B , x ∈ A }
☏ To be more precise , All you have to do is interchange the first and second component of each of ordered pair of a given relation.
✺ [tex] \tt{STUDY \: TIP} : [/tex]
- 1 - 3 - 5 Rule : When making a to - do - list , add 1 big , 3 medium and 5 small task to accomplish. If you still have some task left , follow the same pattern. ♪
❀ Hope I helped! ♕
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