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 ?
Revision history [back]
 | 1 | initial version |
Any way to define variables as constant?
| | 2 | No.2 Revision |
Any way to define variables as constant?
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 ?
