The rules of this game seem fairly simply yet there is an inference I'm not getting.
The colors are Navy, Yellow and Red; the clothing pieces are a hat, a jacket, a skirt and a red tie for M1.
M2 gets a Navy skirts-leaving M2 to only ONE additional color choice to be styled.
M1 gets the red tie-leaving M1 to only one additional color to be styled.
We are told that the hat color must be different from the jacket color; i.e, if M1 wears a red hat, the jacket can be any other color BUT red. Same for M2
Now here's my problem, it seems I'm missing an inference where M1 and M2 can't have the same color in the same clothing.Like, M1 having a Navy Jacket and M2 having a Navy Jacket. BUT the rules doesn't say they can't have the same color of clothing. It only says the hat and jacket color must be different for each mannequin.
For 9: If M1 wears the Navy Jacket, I don't see why M2 can't wear a red hat.
Manq.1 H J S T
Color R N R R
Manq.2 H J S
Color R N N
Per my illustration above sticking to the rules:
-Neither mannequin is wearing all 3 colors (M1, Y & N), (M2, R & N)
-M1's hat(R) is different from its Jacket (N) and M2's hat (R) is different from its jacket (N)
-M2 has the navy skirt and M1 has the red tie.
Per this illustration how is answer C wrong?