Try this solution: 1. common equation of circle is (x-a)²+(y-b)²=r², where a,b - coordinates of the centre, r - radius of the circle. 2. using point O and radius: (x+3)²+(y-1)²=100 - the equation of the circle. 3. substituting point V,X,Y and Z into the equation of the circle: V: (-3+3)²+(-4-1)²=100 - false; X: (5+3)²+(-2-1)²=100- false; Y: (-6-3)²+(0-1)²=100 - false; Z: (5+3)²+(7-1)²=100 - true.