Which following relation is NOT a function?
the last one
ok can u tell me why
yes, what this really means is "is y a function of x"
..becasue it doesnt fit the definition of a function :)
So what is the definition smart one
something that should be known in order to answer the questions id assume ;)
so what happens if you solve for y? you get \[y^2=x^2-4\] \[y=\pm\sqrt{x^2-4}\] and it is the plus or minus that throws you off
if you try to solve this with a table; the points that you come up with will not be "unique" enough
Thanks you satellite :-)
they will give you 2 results for every entery
so for example if x = 5 then y could be 1 or -1
Do you think you can help me with a couple more?
hello amstre! i have been busy all day
ive been doing homework for the first part, now i got time to just be bored
@jessica post away!
thanks!
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