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HELPPPP ASPA IT DUE TODAY!!!!!
Examine the following relations. Determine if they are functions. If they are functions, highlight YES and state the domain and range in set notation { }. If they are not functions, highlight NO and then explain why they are not.

Is this a function? Highlight either YES or NO.

If YES… If NO…
Domain: Explain:
Range:

HELPPPP ASPA IT DUE TODAY Examine the following relations Determine if they are functions If they are functions highlight YES and state the domain and range in class=

Respuesta :

dreweryne

Answer:  The numbers are listed in ascending order from left to right, meaning they go from smaller to larger values.

- There are negative numbers (such as -5 and -2) which are less than 0, zero itself, and positive numbers (like 3, 6, 7, etc.) that are greater than 0.

- The list is a series of consecutive numbers, each one following the previous number by an interval of 2 or 3 units, creating a sequence of numbers with a constant increment between them.

Step-by-step explanation:

dashataran

Answer:

[tex]\text{Not a function.}[/tex]

Step-by-step explanation:

[tex]\text{No this is not a function because it fails the vertical line test. In order for }\\\text{something to be a function of }x, \text{ there needs to be only one value of }y\text{ that}\\\text{corresponds to each value of }x. \text{ You cannot have more than one value of }y\\\text{correlated with that value of }x. \text{Here when }x=0,\ y=17\text{ or }19,\text{ therefore it}\\\text{is not a function.}[/tex]