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24 votes
How are relations that are

functions similar those that
are not functions? How are
they different?

User Barnash
by
3.8k points

1 Answer

4 votes

Answer:

so the picture attached is not a function, but it looks it exactly like a function, or y=x^2. Functions are relations are similar that they both relate something, but functions are sets of relations put together, as long as their are is only one output per one input

How are relations that are functions similar those that are not functions? How are-example-1
User Alan Zeino
by
3.6k points