Answer:
Distance from a corner to the other corner of the storage room is 424 foot
Step-by-step explanation:
Given: Storage room is a cube.
Length of Edge = 300 feet
To find: Length of Diagonal of the wall.
Storage room is A Cube.
⇒ Walls are of Squares shape.
Angle at vertex of Square is 90°
⇒ Traingle made by diagonal and 2 side at time is right angled triangle.
By, Pythagoras theorem
Diagonal² = Side² + Side²
Diagonal² = 2 × Side²
Diagonal = [tex]\sqrt{2\times Side^2}[/tex]
Diagonal = [tex]\sqrt{2}\times Side[/tex]
So, using this formula, we get
Diagonal = [tex]\sqrt{2}\times300\:\:feet[/tex] ≈ 424 foot
Therefore, Distance from a corner to the other corner of the storage room is 424 foot
