- #1

- 318

- 1

^{2}|(w is not equals one).

My answer

|a+bw+cw

^{2}|<=|a|+|bw|+|cw

^{2}|

|a|+|bw|+|cw

^{2}|=a+b+c.

so at lest one value of |a+bw+cw

^{2}| will smaller than the minimum value of a+b+c. for integers this minimum value is smallest integers you can think of.

But that's wrong.?why?