Answer: The distance between two opposite corners of the intersection is 9.2 meters.
Explanation:
Since we have given that
Width of the Middletown Street = 5.2 m
Width of Kensington Street = 7.6 m
When they intersect each other then we have to find the distance between two opposite corners of the intersection,
Since they formed a right angled triangle shown in the figure below:
So, we can apply "Pythagorus Theorem"
Hence, the distance between two opposite corners of the intersection is 9.2 meters.
