Show that a¡Á(b c) = (a¡Áb) (a¡Ác), given that a =(A B), b =(B C), c =(C A).

Question

Show that a¡Á(b c) = (a¡Áb) (a¡Ác), given that a =(A B), b =(B C), c =(C A).

WORKINGS ...
given, a¡Á(b c) = (a¡Áb) (a¡Ác)
:. imputing the values of a, b and c

(A B)¡Á[(B C) (C A)] = [(A B)¡Á(B C)] [(A B)¡Á(C A)]

solving for a¡Á(b c)
a¡Á(b c) = (A B)¡Á[(B C) (C A)]
=
This where I got confused on how to go bout it, would have been easier if it were numbers not alphabet letters.
pls do help me out if you can.

Answer 1

Show that a¡Á(b c) = (a¡Áb) (a¡Ác), given that a =(A B), b =(B C), c =(C A).

a = (A plus B), b =(B plus C), c =(C plus A)...I add added the plus symbol in between b4 submitting, don't know why it's not show.