I was solving some vector problems when I came upon this problem, where I have a triangle with a median that is not isosceles, and I proved that it is isosceles.
So how is this possible?
I was solving some vector problems when I came upon this problem, where I have a triangle with a median that is not isosceles, and I proved that it is isosceles.
So how is this possible?
When you go from the third line to the fourth, you lose a minus sign. $DC=-CD$ as vectors.