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The relationship is that the domain and range are flipped

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The relationship between a function and its inverse.

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The relationship between a function and its inverse is when the independent variable and dependent variable are exchanged

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The relationship between a function and its inverse occurs when the domain and range of an equation are flipped.

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The relationship between a function and its inverse is the domain and range would switch place.
-for example
(6,4) would be (4,6)

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The relationship between a function and it's inverse is that the inverse is just the opposite of the function.

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The relationship between a function and its inverse is that the function is opposite, also known as the domain and range.

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The relationship between a function and it's inverse would be that the domain and range would be flipped. For example, (2,6) inverse would be (6,2).

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The relationship between a function and its inverse is that the domain and range are flipped.

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The relationship between a function and its inverse  is when the domain and range are flipped.

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The relationship between a function and its inverse is when the domain and ranges are switched.

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The relationship between a function and its inverse is that it would be flipped, instead of (x,y) it would be (y,x).

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The relationship between a function and its inverse are preatty much just the same just domain and range fliped

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The relationship between a function and its inverse is that the domain and range would be switched.

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The relationship between a function and its inverse is when the independent variable exchanges with the dependent variable

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The relationship between them is that the domain and range are switched.

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The relationship between a function and its inverse for an equation is when you swap the x and y and solve for y. The relationship on a graph is the line being reflected over the line x=y. The relationship in a table is swapping the x and y values.

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The relation between inverse and its function is where the domain and range have switched places