Which relation is a function which is not !!??
B isn't
well C AND D are functions increasing by two, ithink it is either A OR B
A function can only have one "x-value" assigned for any y-value. As soon as you see two different y-values with the SAME x-value, it's not a function. Like in graphic 1, B: you have x assigned "4" to all the y-values, so it's not a function. Graphically, if you imagine a vertical line passing through the graph, to be a function, the line may only go through the graph ONCE So graphic 1: B graphic 2: D
@pasta A function doesn't need to have a "specific" rule, as long as there is only one x-value associated to ANY y-value
An example wikipedia gives of an abstract function is here: http://en.wikipedia.org/wiki/File:Function_color_example_3.svg
thanks
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