Answer:
the maximum height is 1054.500 meters
Step-by-step explanation:
h ( t ) = − 4.9t^2 + 133t + 152
a= -4.9 , b= 133 and c= 152
To find maximum height , we find vertex

Now plug in 13.5714 for 't' in h(t)


the maximum height = 1054.500 meters
The equilateral triangles will form a rhombus.
Let us assume the length of the rectangle = x
Width of the rectangular dog run = 888 feet
Area of the rectangular dog run = 208 square feet
We already know
Area = Length * Width
Length = Area/Width
= 208/888 feet
= 0.23 feet
So the length of the rectangular dog run is 0.23 feet.
Since you have commented that
you made a mistake in giving the question so the answer will also definitely
change but the procedure will remain the same.