In a cuboid with dimensions 5 x 10 x 10, what is the shortest distance from the centre of the cuboid and the vertex?
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Answer:
the shortest distance from the centrer of the cuboid and the vertex = 7.5 cm
Step-by-step explanation:
In a cuboid with dimensions 5 x 10 x 10
the shortest distance from the centrer of the cuboid and the vertex
Would be √ (5/2)² + (10/2)² + (10/2)²
= √ (5/2)² + 5² + 5²
= √ 25/4 + 25 + 25
= √ (25 + 100 + 100)/4
= √225/4
= 15/2
= 7.5 cm
the shortest distance from the centrer of the cuboid and the vertex = 7.5 cm
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