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The rectangular field in a stadium is 120 yards long from end zone to end zone. Find the length of the diagonal to the nearest hundredth from one end zone to the opposite corner of the other if the width of the field is 51.9 yards

Respuesta :

ulili

Answer:

130.74

Step-by-step explanation:

[tex]d=\sqrt{w^2+l^2} =\sqrt{51.92^2+1202^2} = 130.74253[/tex]
a+b=c.
120+51.9=c.
So this means that the square root of the total of a+b which is 171.9=the square root of c.
So you find the square root of 171.9 which is 13.111064030300472 then you round it off to the nearest hundredth to get THE ANSWER : 13.11

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