Question

PLEASE HELP USING PYTHAGOREAN THEOREM, WILL MARK BRIANLIEST IF YOU SHOW YOUR WORK!!!!!!!! A baseball diamond is a square with sides of 90 feet. What is the shortest distance, to the nearest tenth of a foot, between first base and third base?

Answer 1

`250 ft\: \: the \: nearest \: tenth.`

Explanation:

`d \: = \sqrt{(270 - 90) {}^(2) + (270 - 90) {}^(2) } = \\ 254.55844123 = 250 \: to \: the \: \\ nearest \: tenth.`

`where \: the \: first \: base \: hieght \: is \: 90ft, \\ and \: third \: base \: hieght \: is \: 270(i.e \: 3 * 90),\\ </p><p>so \: by \: using \: the \: above \: pythagorean \\ \: equation, \: the \: shortest \: distance, d \: is \: 250ft`

Answer 2

127.3 feet using the Pythagoras theorem