Answer:
8/13
Explanation:
Total number of shapes = 5 (squares) + 2( triangles) + 2 (ovals) + 4 (circles)
= 13 shapes
P (of a choosing a square first) is given as =
\frac{Number of favorable outcomes}{total number of outcomes}
= 5/13
Therefore , 5/13 is the probability that a square shape is picked first.
Now, we know, probability , P + P' = 1
where P is the probability of happening any event.
& P' is the probability of that event not happening.
So, to find the probability of not picking up the square shape first, we do : 1 - {5/13} = 8/13
Therefore , 8/13 is the probability that a square shape is NOT picked first.