Answer:
The probability that a point is in the shaded area would be 0.75
Explanation:
Again, we must find the area of each square to find our answer.
The smaller square has a side length of 5 so we can find the area by squaring that value

The larger square has a side length of 10 so we can find the area by squaring that value

As we are looking for the shaded value, we must subtract the white portion from the total area
This would mean that
100 - 25 = 75
We can then write the ratio of the shaded area to the total area which would be

As a decimal this would be
0.75