Fan and medal! Can a function be nonlinear? How do you determine if a relation is a function?
yes it can be quadratic, or polynomial, or logarithmic, ....
A relation is a function iff for every value of x there's only one value of y. "A relation for which each element of the domain corresponds to exactly one element of the range."
That's what I thought... Can you help me with the how can you determine a function bit? And can you explain how the vertical line test works?
Ohh okay thank you!!
do you still need help with "Can you help me with the how can you determine a function bit?" or anything else here?
Just the vertical line test I think, they explained it to me very strangely.
where did they explain it to you, can you paste the question link here?
I can't, sorry, it's in a lesson (I'm working on a printed paper) and the website shuts down around this time :/
is this a function ?
@formerlyadinosaur
Uhhh I think no because there is there is more than one output for each input right?
so you draw a vertical line thru the 3 thickened dots and that's you vertical line test, do you understand it now?
here is another example
Sort of? I might be way of the peg uhmm Soooo if it follows a vertical line it isn't a function?
Oh wait so if more than one point crosses the vertical line it isn't a function?
above we have 3 orange vertical lines, all 3 cross the graph in 2 points, so this is now a function. If all possible vertical lines cross the graph ONLY in 1 point then its a function, ok?
your obeservations is correct Oh wait so if more than one point crosses the vertical line it isn't a function?
Okay, I get it I think (: thanks!
welcome
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