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316. What is the angle formed by the diagonals of 2 adjacent planes of a cuba?
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60 degrees?
Diagonal of a side = X2^(1/2), where X = side of the cube.
The diagonal of the other side also would be X2^(1/2).
Also, the diagonal of the third side also would be X2^(1/2).
When all sides are equal we have aequilateral triangle whose angles will be 60 degrees.
Diagonal of a side = X2^(1/2), where X = side of the cube.
The diagonal of the other side also would be X2^(1/2).
Also, the diagonal of the third side also would be X2^(1/2).
When all sides are equal we have aequilateral triangle whose angles will be 60 degrees.
