how to graph {x}=2y? {x} is the fractional part of x..i.e x=[x]+{x}

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how to graph {x}=2y? {x} is the fractional part of x..i.e x=[x]+{x}

Mathematics
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start by doing the graph of {x}=2y on the interval [0,1) first
in the interval [0,1) we have x=2y
then what, watchmath?

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Then what happen in [1,2) ? :D
i saw the graph in wolframalpha..but doesnt make sense!
The value of {x} on [2,3) is also [0,1)
in [1,2), we have x-[x]=1-1=0 for x=1, x-[x]=1.1-1=0.1..and so we have the smae graph x=2y
so we have x=2y in every such interval:) am i right?
Yes, to be precise line segment of the same slope
thnx..:)

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