The set of ordered pairs represents a function. (0, 2), (1, 3), (2, 4), (3, 5), (4, 6) (1 point) Responses True True False
True
To determine if the set of ordered pairs represents a function, we need to check if each input (first number in each ordered pair) corresponds to exactly one output (second number in each ordered pair).
Let's go through each ordered pair:
(0, 2): The input 0 corresponds to the output 2.
(1, 3): The input 1 corresponds to the output 3.
(2, 4): The input 2 corresponds to the output 4.
(3, 5): The input 3 corresponds to the output 5.
(4, 6): The input 4 corresponds to the output 6.
So for each input value, there is only one corresponding output value.
Therefore, the set of ordered pairs represents a function.
The response is True.
To determine whether the set of ordered pairs represents a function, we need to check if each input value (x-coordinate) corresponds to exactly one output value (y-coordinate).
In this set, let's go through each ordered pair:
(0, 2) - The input value 0 has the output value 2.
(1, 3) - The input value 1 has the output value 3.
(2, 4) - The input value 2 has the output value 4.
(3, 5) - The input value 3 has the output value 5.
(4, 6) - The input value 4 has the output value 6.
Since each input value corresponds to exactly one output value, we can conclude that the set of ordered pairs represents a function. Therefore, the correct response would be "True" for each given ordered pair.