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Prove that the ratio between the base edge, slant height and height of a square pyrarmid having equal edges is 2: √3 : √2. |
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Answer» Slant height = √3 a Height = \(\sqrt{(\sqrt{3a})^2-a^2}\) = \(\sqrt{2}a\) Base edge : Slant height : Height = 2a: √3a : √2 a = 2: √3 : √2 |
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