What is the minimum number of turns needed to solve a rubik's cube with one edge piece faced the wrong way on the 3rd layer?
Example
What is the minimum number of turns needed to solve a rubik's cube with one edge piece faced the wrong way on the 3rd layer?
Example
Not possible.
For one cubelet to be off like that indicates that the cube was misassembled. See here - any legal rotation or combination of rotations that involves flipped edge cubes will result in an even number of flipped edge cubes.