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Is the relation {(3, 5), (–4, 5), (–5, 0), (1, 1), (4, 0)} a function? Explain.
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If you input the same value for x do you ever see an output that is different?
In other words... the points are given in the form (x,y). The first number is the x the seconf number is the y. If we ever see two points with the same x value they better have the same y value too!
Are there any two points given with the same value of x?
no..
Correct! Since all the x values are unique, we can assume it is in fact a function.
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Is there another one after this?
Yes. haha. couple more.
Lets see.. I bet one of them will not be a fuction, I will show you why.
Okay. I think i do! I got some that arent question like that to. theyre all mixed up!
grrr thats annoying... lol
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I know!
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