Find the perpendicular distance of an angular point of a cube from a diagonal ,which does not pass through that point?
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Answer:
√3a÷2
Step-by-step explanation:
Let us assume the length of side of the cube to be a.
Length of the body diagonal of the cube is given by√ a² + (√2 a)² = √3 a
If we consider an angular point the perpendicular distance of the point is given by √3a÷2 , since the perpendicular distance of the angular point meets the body diagonal at the center.
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