Challenge : List the members of the relation, and identify the domain and range: R= { (x,y) | 3y=3-2x ; x E {0,2,4,6} }
So I believe that they want you to find "y" for every "x" value of 0,2,4,6... So to rearrange your equation to bet it in y= form, you get y=1-(2/3)x Plug in the x-values and list out all your relative y-values
The domain is the range of "x-values" so if you had a list of 1,2,3,4,5,6 for x-values, your domain would be [1,6] (use square brackets for inclusive numbers, round brackets for non-inclusive domains) and the same thing for the range which is y-values
hmmm
question, where do i plug in the x-values ?
so the domain for that one is (0,6)
Into the equation that you have
this is my classmate lol
Ooh haha well nice to meet you xD Sort of haha
(not that it's not nice meeting you, just not really meeting you...formally...but.....nevermin =.=)
lool hey doublecook
my problem is exactly where on the equation
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