{Y} = 1/[x]
if {y} = 1/2,1/3,1/4........ 1/n
we get coerrespondin [x] = 2,3,4,..........n
So for a given [x] we hav an entire line y such that {y} = 1/[x]
{Y} = 1/[x]
if {y} = 1/2,1/3,1/4........ 1/n
we get coerrespondin [x] = 2,3,4,..........n
So for a given [x] we hav an entire line y such that {y} = 1/[x]
{y} = 1/[x]
so, {y} = 1/n ... now {y} cant be negative so,,, x≥2
so y = n + 1/K ... where n is any integer and K=[x]
so, for x ε [2,3) .. {y} = 1/2 ... so y = n + 1/2
These graphs were simple...
Just wanted to see if you guys dont put in the arbitrary expansions when they are nto required ;)