Apark has a walking path in shape of a rectangle. the side by a lake is 180 meters. the walking path has a 200-meter long diagonal that takes walkers to a basketball court. how long is the side adjacent to side by the lake?

In a rectangle shape walking path, one side form 180 mts and other side is unknown. Instead the diagonal way is given as 200 mts to enter a basketball court, this forms a right angled triangle , which divides as two halves of a rectangle ; applying pythagoras theorem 180^2 +x^2 = 200^2; where x is the unknown side therefore x^2 = 200^2 - 180^2 ; therefore x= 87.2mts Ans :- the unknown distance is 87.2mts

A) 144.44 sq inches i believe