Mathematics · Mensuration
Let C be the centre of a circle of radius 8 cm. Let A and B be two points on the circle such that ∠ACB = π/4. The smaller sector ACB is removed from the circle and from the remaining sector, a cone of maximum volume is formed. The volume of the cone (in cm3) is:
- 1154√15
- 21√3 × 154√15
- 313 × 154√5
- 4154√53✓
Correct answer
154√53
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