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All edges of a square pyramid are 18 cm (base edges and lateral edges both 18 cm). Its slant height equals:

Answer & Solution
Correct answer: C.
1. The slant height runs from the midpoint of a base edge up to the apex on a triangular face. 2. That triangular face is equilateral with side 18 (since base edge = lateral edge = 18). 3. Slant height = height of the equilateral triangle = 18 × (√3/2) = 9√3 cm. 4. About 15.59 cm. 5. So the slant height is 9√3 cm. _Source: SCERT Kerala Std X Mathematics Part-2, Chapter 7-8 (pp 180-199, 2019 ed.)._
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