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Which ordered pair can be removed so that resulting graph represent a function ?

Which ordered pair can be removed so that resulting graph represent a function ?-example-1

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Answer:

The ordered pair which can be removed so that resulting graph represent a function is:

(1,3)

Explanation:

Function--

A function is a relation in which each of the element of first set is mapped to a single element of the other set.

i.e. no element is mapped to two elements i.e. there is a single image for each pre-image.

Here in the graph we have ordered pairs as:

(-5,-3) (-4,-4) (-2,2) (1,-2) (1,3) (2,1) (5,-4)

Hence, we see that element " 1 " is mapped two different elements

1 is mapped to -2 ( since, we have ordered pair (1,-2) )

and 1 is mapped to 3 ( since, we have ordered pair (1,3) )

If we remove the ordered pair (1,3) then the resulting graph will be a graph of a function.

User Jim Keener
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