Answer:
You have to find the area of the circle:
Area = PI * radius^2 = 3.14159 * 4^2
Circle Area = PI * 16 = 50.2654824574 square centimeters
Square Area = (4* sq root (2) * (4* sq root (2)
Square Area = 4*4 *2
Square Area = 32 square centimeters
So the probability of the random point landing in the square is
32 / 50.2654824574 = 0.6366197724
or rounded to nearest hundredth = 0.64
Explanation: