SubArea: Space geometryLevel: CProject ID: 2010016113Source Problem: 2010016114Accepted: 0Clonable: 1Easy: 0Let a point A be the intersection point of the sphere x2+y2+z2−4x−2y+4z−5=0 and z-axis. Find the equations of all the tangent planes to the given sphere at the point A.2x+y+3z+15=0, 2x+y−3z+3=02x+y−3z−15=0, 2x+y+3z−3=02x+y+3z+15=0, 2x+y+3z−3=02x+y−3z−15=0, 2x+y−3z+3=0