I want to come up with a function that will return true when I compare (x-1)^2+C and x^2-2x+C where C is an arbitrary constant. Any way that you know can do this ?

1 | initial version |

I want to come up with a function that will return true when I compare (x-1)^2+C and x^2-2x+C where C is an arbitrary constant. Any way that you know can do this ?

2 | No.2 Revision |

I want to come up with a function that will return true when I compare ~~(x-1)^2+C ~~$(x-1)^2+C$ and ~~x^2-2x+C
~~$x^2-2x+C$
where ~~C ~~$C$ is an arbitrary constant. Any way that you know can do this ?

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