homework_04/10_ivan_enchev/main.py
def find_relative_position(self, another):
        """Find the position of one circle erlative to another one."""
        assert isinstance(another, Circle)

        line = find_distance(self.center, another.center)
        position = RelativePosition.SAME

        if line > (self.radius + another.radius):
            position = RelativePosition.NO_COMMON_POINTS

        elif line == (self.radius + another.radius) or \
                (line == fabs((self.radius - another.radius)) and line != 0):
            position = RelativePosition.TOUCHING

        elif (self.radius + another.radius) > line > fabs((self.radius - another.radius)):
            position = RelativePosition.INTERSECTING

        return position
Find the position of one circle erlative to another one.
Find the position of one circle erlative to another one.
Find the position of one circle erlative to another one .
def find_relative_position(self, another):
        assert isinstance(another, Circle)
        line = find_distance(self.center, another.center)
        position = RelativePosition.SAME
        if line > (self.radius + another.radius):
            position = RelativePosition.NO_COMMON_POINTS
        elif line == (self.radius + another.radius) or \
                (line == fabs((self.radius - another.radius)) and line != 0):
            position = RelativePosition.TOUCHING
        elif (self.radius + another.radius) > line > fabs((self.radius - another.radius)):
            position = RelativePosition.INTERSECTING
        return position
def find_relative_position ( self , another ) : assert isinstance ( another , Circle ) line = find_distance ( self . center , another . center ) position = RelativePosition . SAME if line > ( self . radius + another . radius ) : position = RelativePosition . NO_COMMON_POINTS elif line == ( self . radius + another . radius ) or ( line == fabs ( ( self . radius - another . radius ) ) and line != 0 ) : position = RelativePosition . TOUCHING elif ( self . radius + another . radius ) > line > fabs ( ( self . radius - another . radius ) ) : position = RelativePosition . INTERSECTING return position
Find the position of one circle erlative to another one.
Find the position of one circle erlative to another one .
"""Find the position of one circle erlative to another one."""
self
another