Respuesta :

altavistard

Answer:

D:  one-to-many

Step-by-step explanation:

D:  one-to-many.  This is because there is more than one output associated with a single input.  For input 2, the output could be either 9 or 8.  Similar situation with input -3:  output could be 7 or 6.  This relation is NOT a function.

varshamittal029

Option A, One to many

What is a relation?

A set of collected ordered pairs is known as a relation. In each ordered pair the left-hand side is mapped with the right-hand side

What are the types of relations?

  1. One-to-one is a type of relation where there are only unique left-hand sides mapped to unique right-hand sides.
  2. One-to-many is a type of relation where at least two same left-hand sides are mapped to the different right-hand sides.
  3. many-to-one is a type of relation where there is at least one pair of the same right-hand side mapping.
  4. many-to-many is a type of relation where at least two same left-hand sides are mapped to the different right-hand sides and at least two same right-hand sides are mapped to two different left-hand sides.

Answer to the question.

As you can see the left-hand side of the ordered pair 2 is mapped to both 9,8 and -3 is mapped to 9 and 6 we can safely say that it is a one-to-many relation as the same left-hand side mapping has 2 different right-hand side mapping and there is no similar right-hand side mapping.

Learn more about types of relations here

https://brainly.com/question/24234688

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