Why diagonal of cube is equal to root 3 side times?
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There is a formula that,
(Diagonal)^2=(length)^2+(breadth)^2+
(height)^2
Diagonal=√(length^2+breadth^2+height^2)
We know that,In a cube all sides are equal.
Diagonal=√(length^2+length^2+length^2)
Let,length be x.
Diagonal=√x^2+x^2+x^2
Diagonal=√3x^2
Thus,
Diagonal=√3×x
HOPE IT HELPS YOU...
MARK AS BRAINIEST
(Diagonal)^2=(length)^2+(breadth)^2+
(height)^2
Diagonal=√(length^2+breadth^2+height^2)
We know that,In a cube all sides are equal.
Diagonal=√(length^2+length^2+length^2)
Let,length be x.
Diagonal=√x^2+x^2+x^2
Diagonal=√3x^2
Thus,
Diagonal=√3×x
HOPE IT HELPS YOU...
MARK AS BRAINIEST
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