Given A = { (1, 3) (-1,5) (6,4)), B = { (2,0) (4, 6) (-4,5) (0, 0)) and C = { (1, 1) (0, 2) (0, 3) (0, 4) (-3,5)), answer the following multiple

choie question:

From the list of sets A, B, and C above, choose the set of relations that correctly represents a function.

Set A only

Sets A and C only

Sets A and B only

The correct option is Sets A and B only

Step-by-step explanation:

A relation in a set is said to be function, if every first element of an ordered pair in a set is related with unique element of second element.

No, two distinct second element of an ordered pair, has same first element.

For Set A:

Every First element of set A has unique second element. So, it is a function.

For Set B:

Every First element of set B has unique second element and no two distinct Second element of set B, has same first element. So, it is a function.

Thus the correct option is Sets A and B only.