A room is in the form of cuboid its measurement are 7.2 * 9.6 * 3.5 m find length of diagonal any one face and longest stick that could be accomodated in the room
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Given : A room is in the form of cuboid its measurement are 7.2 * 9.6 * 3.5 m
To find : length of diagonal of face & longest stick that could be accommodated in the room
Solution:
A room is in the form of cuboid
measurement are 7.2 * 9.6 * 3.5 m
Diagonal on Each face
= √7.2² + 9.6² = 2.4√3² + 4² = 2.4 * 5 = 12 m
= √7.2² + 3.5² ≈ 8 m
= √9.6² + 3.5² ≈ 10.2 m
longest stick that could be accommodated in the room
= √7.2² + 9.6² + 3.5²
= √156.25
= 12.5 m
longest stick that could be accommodated in the room= 12.5 m
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