Answer:
B. Point B is opposite of Point C
Explanation:
Let B (x1, y1) and C (x2, y2) be two points.
if sum of B and C is 0:
([x1 + x2]/2, [y1 +y2]/2 ) = (0, 0)
then
[x1 + x2]/2=0 then x1+x2 = 0 then x1 = -x2
similarly, [y1+y2]/2 = 0 then y1+y2 = 0 then y1=-y2
Therefore,
B= (-x2, -y2) while C = (x2, y2)