esign a counter with two JK flip flops $(1$ and $2)$ and an input $()$ that counts $0123$ and repeat when $=0$ and counts $012$ and repeat when $=1.$ Design this assuming that $$ never is $1$ when the count is $3($Hint: You need to put don$$t cares for this case$).$ Show the minimum equations for each.

b$.$ What does happen when $$ goes to $1$ when the count is $3?$