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If the diagonal of a cube ia 4√3, then the side of the cube is A) 1 B) 2 C) 3 D) 4 |
Answer» Correct option is: D) 4 Let the side of the cube be a. Then the diagonal of the cube = \(\sqrt {a^2+a^2 + a^2} = \sqrt3 \,a\) Given that diagonal of the cube is \(4\sqrt3\). \(\therefore\) \(\sqrt3 \, a\) = \(4\sqrt3\) = a = 4 Hence, the side of the cube is 4. Correct option is: D) 4 |
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