which relation is a function? {(1,2),(2,3),(3,4),(2,5)} {(1,2),(2,3),(3,4),(1,5)} {(1,2),(1,3),(3,2),(4,2)} {(1,2),(2,5),(3,2),(4,5)}
someone please help me
@retirEED
I can't see one right off. I need to plot them. I suggest you try the same thing!
ok @retirEED
i think its the last one
let's take a peek at the first one keep in mind that, a function is one that doesn't have any X-REPEATS that is, one that doesn't have the same ordinal value in the pair lemme show that on the first one, hold the mayo
ok @jdoe0001
well. notice the first choice given \(\large \{({\color{brown}{ 1}},2),({\color{brown}{ 2}},3),({\color{brown}{ 3}},4),({\color{brown}{ 2}},5)\}\) do you see any REPEATS or repeated 1st value in the pairs?
yes 2
ahha! then is NOT a function :) the function willl have, no repeated 1st value, that is, no X-REPEATS :)
yea i got the track of this now
so its the last one
because it doesn't have any repeats
yeap the last one's DOMAIN is 1,2,3,4 <-- no repeats, thus, is a function
you deserve a medal!
Yes he does. I was looking fora a function like a line or a parabola.
I need to go back to the basic definition!
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