+0  
 
0
607
1
avatar+6 
How do you know when a set of coordinates are a function... for example

{ (6,3), (5,2), (2,-3), (12,-12) }

also how would you map the relations of these coordinates?

(algebra 2 >.> I get messed up on the easy stuff)
 Jan 23, 2014
 #1
avatar+118654 
0
tanker_girl777:

How do you know when a set of coordinates are a function... for example

{ (6,3), (5,2), (2,-3), (12,-12) }

also how would you map the relations of these coordinates?

(algebra 2 >.> I get messed up on the easy stuff)



In this set of points, every x value has a distinct y value, therefore it is a function.

If this point (8,3) was added it would still be a function

If (5,-4) were added it wouldn't be a function because the domain value of x=5 has 2 answers it could be 2 or it could be -4. do you want 2 or do you want -4, Total confusion. not a function.

when you are told to map the relations of these coordinates, you are just being asked to plot the points. That's all!

If you have a graph or a set of points mapped onto an xy plane, you can use the vertical line test to see if it is a function. (A vertical line goes straight up and down - not sideways)
You draw a vertical line anywhere at all on the number plane. If it only ever goes through 0 or 1 point on the graph then it is a function. If it EVER cuts the graph in 2 or more places then it is not a function, it will be a relation.

I hope that helps
 Jan 23, 2014

2 Online Users

avatar