Question

Mark all the statements that are true . A. This graph is a function whose domain is the set 3 B. This graph is a function because the value of x is the same for every value of y This graph is a function whose range is the set 3. D. The equation of this line is x = 3 . E. This graph is not a function because the value x = 3 is assigned to more than one y - value .

Answer 1

The statements that are true are

• This graph is a function because the value of x is the same for every value of y
• The equation of this line is x = 3. Options B and D

This is further explained below.

What are the statements?

Generally, A relation is considered to be a function if it can be shown that each value from the set of first components of ordered pairs is connected with precisely one value from the set of second components of ordered pairs.

In conclusion, You may also consider this in terms of the fact that there is one and only one y associated with each x.

Although it is obvious that this is not the case, the calculation for the vertical line nevertheless uses these terms.

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