Answered

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values for relation g are given in the table. which pair is in g inverse

Values For Relation G Are Given In The Table Which Pair Is In G Inverse class=

Sagot :

Given

Values for relation g

Find

Which pair is in g inverse.

Explanation

In the inverse function , it satisfies when y = f(x)

[tex]x=f^{-1}(y)[/tex]

so , in the inverse of g

since g(4) = 9 , so

[tex]4=g^{-1}(9)[/tex]

g(5) = 13 , so

[tex]13=g^{-1}(5)[/tex]

g(3) = 5 , so

[tex]5=g^{-1}(3)[/tex]

g(2) = 2 , so

[tex]2=g^{-1}(2)[/tex]

so , (13 , 5) would be found in the inverse of g

Final Answer

Hence , the correct option is (13 , 5)

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