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the sides of a baseball field are 90 feet.
That means that a line from 3rd base to the pitcher's mound is (1/2) * sqrt (2*90^2) = 63.64 feet
The distance between the pitcher's mound and the plate is also the same
distance between pitcher's mound and homerun wall = 400 - 63.64 = 336.36 feet
Distance to 3rd base = sqrt(63.64^2 + 336.36^2) = 342.33 feet
hope this helps
That means that a line from 3rd base to the pitcher's mound is (1/2) * sqrt (2*90^2) = 63.64 feet
The distance between the pitcher's mound and the plate is also the same
distance between pitcher's mound and homerun wall = 400 - 63.64 = 336.36 feet
Distance to 3rd base = sqrt(63.64^2 + 336.36^2) = 342.33 feet
hope this helps
The distance from the fence in the dead centre to the third base is 342.33 feet.
What is subtraction?
Subtraction is a mathematical operation that reflects the removal of things from a collection. The negative symbol '-' represents subtraction.
As we know that the sides of a baseball field are 90 feet. Therefore, the distance between the 3rd base to the pitcher's mound can be written as,
[tex]\text{Distance between 3rd base to pitcher's mound}=(1/2) \times \sqrt {(2\times 90^2)} = 63.64 feet[/tex]
Now, the distance between the pitcher's mound and the plate is also the same. therefore, the distance between the pitcher's mound and homerun wall can be written as
[tex]\text{Distance between pitcher's mound and homerun wall} = 400 - 63.64 = 336.36\rm\ feet[/tex]
Further, the Distance to 3rd base can be written as,
[tex]\text{Distance to 3rd base}= \sqrt{(63.64^2 + 336.36^2)} = 342.33\rm\ feet[/tex]
Hence, the distance from the fence in the dead centre to the third base is 342.33 feet.
Learn more about Subtraction:
https://brainly.com/question/4319655
