Identify the mapping diagram that represents the relation and determine whether the relation is a function.
{(–2, –5), (–1, –3), (–2, 6), (5, 7)}
(1 point)
The value negative 2 is mapped to negative 5 and 6. The value negative 1 is mapped to negative 3. The value 5 is mapped to 7. The relation is labeled as a function.
Image with alt text: The value negative 2 is mapped to negative 5 and 6. The value negative 1 is mapped to negative 3. The value 5 is mapped to 7. The relation is labeled as a function.
The value negative 2 is mapped to negative 5 and 6. The value negative 1 is mapped to negative 3. The value 5 is mapped to 7. The relation is labeled as not a function.
Image with alt text: The value negative 2 is mapped to negative 5 and 6. The value negative 1 is mapped to negative 3. The value 5 is mapped to 7. The relation is labeled as not a function.
The values negative 5 and negative 3 are mapped to negative 2. The value 6 is mapped to negative 1. The value 7 is mapped to 5. The relation is labeled as not a function.
Image with alt text: The values negative 5 and negative 3 are mapped to negative 2. The value 6 is mapped to negative 1. The value 7 is mapped to 5. The relation is labeled as not a function.
The values negative 5 and negative 3 are mapped to negative 2. The value 6 is mapped to negative 1. The value 7 is mapped to 5. The relation is labeled as a function.
Image with alt text: The values negative 5 and negative 3 are mapped to negative 2. The value 6 is mapped to negative 1. The value 7 is mapped to 5. The relation is labeled as a function.
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The correct mapping diagram that represents the relation is:
Image with alt text: The value negative 2 is mapped to negative 5 and 6. The value negative 1 is mapped to negative 3. The value 5 is mapped to 7.
From the given mapping diagram, we can see that each input value (x-value) is only mapped to one output value (y-value). Therefore, the relation is a function.