The following is the second revision according to the flying language of the landlord.
Because that symmetry axis x=2 is also known.
Then substitute it into the point (1, 0), and the square of 0 =1+b *1+c.
Axis of symmetry x=-b/2a==-b/2* 1=2.
The solution is y=x*x-4*x+3.
As for completeness, I don't understand it. Does it mean that given a known condition, we can solve that the axis of symmetry is x=2? Having said that, just give a point on the curve.