Below is a contour diagram for f(x, y)which is defined and continuous everywhere.The z-values have been omitted.Explain why it is true that $f _ { i } ( 1,1 ) = f _ { - 3 } ( 1,1 )$ .

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The Answer of Below is a contour diagram for f(x, y)which is defined and continuous everywhere.The z-values have been omitted.Explain why it is true that $f _ { i } ( 1,1 ) = f _ { - 3 } ( 1,1 )$ .

Below Is a Contour Diagram for F(x, Y)which Is Defined fi(1,1)=f−3(1,1)f _ { i } ( 1,1 ) = f _ { - 3 } ( 1,1 )fi​(1,1)=f−3​(1,1)

Below Is a Contour Diagram for F(x, Y)which Is Defined $f _ { i } ( 1,1 ) = f _ { - 3 } ( 1,1 )$