Marcel claims that the graph below represents a function.
State whether Marcel is correct. Justify your answer.

Question

10-11-2020
Mathematics

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Marcel claims that the graph below represents a function.
State whether Marcel is correct. Justify your answer.

Respuesta :

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yanni731 yanni731 · Answer 1 · 2020-11-10T22:48:29+01:00

yanni731 yanni731

10-11-2020

The graph does not represent a function. When x=2, there are two different outputs, meaning it cannot be a function.

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RajarshiG RajarshiG · Answer 2 · 2022-06-15T21:51:26+02:00

The given graph does not represent a function.

What is a function?

"A function is the relation between two sets. The first one is called domain and the second one is called range."

We know, the function must relate a particular value in the domain set to a particular value in the range set.

However, for the multiple values in the domain set may relate to a a single value in the range set. But the opposite will not be possible.

Here, in the graph, f(2) shows two different values.

Those are - 1 and .

Hence, it is not a function.

Learn more about a function here:

https://brainly.com/question/16829570

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Marcel claims that the graph below represents a function. State whether Marcel is correct. Justify your answer.

Respuesta :

What is a function?

Otras preguntas

Marcel claims that the graph below represents a function.
State whether Marcel is correct. Justify your answer.