Question

A Relation Is Shown In The Graph Below. Write Out The Ordered Pairs For The Inverse, And Determine If The Inverse Is A Function (Picture Attached).

I need the inverse of the points, and where or not the inverse is or isnt a function

Answer 1

Answer & Step-by-step explanation:

If your relation has some point (x1, y1), the inverse relation has the point (y1, x1). For example, one of the points of your relation is (-1, 0), so (0, -1) will be a point in the inverse relation.

A relation is a function if it does not contain two or more points with the same x-value.

(The relation shown in the graph is NOT a function, but its inverse relation IS a function.

B. (0,-1), (2,1), (-2,1), (3,3), (-3,3); inverse is a function is the answer.

Answer 2

The 2nd selection is correct.

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If your relation has some point (x1, y1), the inverse relation has the point (y1, x1). For example, one of the points of your relation is (-1, 0), so (0, -1) will be a point in the inverse relation.

A relation is a function if it does not contain two or more points with the same x-value.

(The relation shown in the graph is NOT a function, but its inverse relation IS a function.)