Answer:
only three shapes are mentioned.
But anyhow, 4 shapes allow the following reasoning...
you can start lining up with any of the for shapes, so you have 4 possibilities, for the second position you have 3 possibilities, for the third 2 and for the last only 1.
so 4*3*2*1= 24 possible ways
but with the added rule to keep the circle and the square apart, we have to reduce the number.
by the same step-by-step reasoning we get
4 possibilities for the 1st item
only 2 possibilities for the 2nd item
(if 1st is square or circle, the other one's not an option, if it's not we have to choose one of them to not place them both at point 3 and 4)
only 1 choice for the 3rd item
(reasoning as above, if 2nd is square or circle, we have to the only other, if it isn't, we can put it here at 3rd position)
plus scenarios where either square or circle are on 1st point, the other's on 4th.
I guess that makes 14 possible arrangements
subject to the constraint 
.
and 
are:
and 
, such that
