An ancient windmill is to be restored and made into a restaurant. The owner of the windmill needs to integrate a cylindr

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An ancient windmill is to be restored and made into a restaurant. The owner of the windmill needs to integrate a cylindr

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An Ancient Windmill Is To Be Restored And Made Into A Restaurant The Owner Of The Windmill Needs To Integrate A Cylindr 1
An Ancient Windmill Is To Be Restored And Made Into A Restaurant The Owner Of The Windmill Needs To Integrate A Cylindr 1 (88.4 KiB) Viewed 40 times
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An ancient windmill is to be restored and made into a restaurant. The owner of the windmill needs to integrate a cylindrical water tank for the restaurant's kitchen in the cone shaped roof of the windmill. Cone Height =h Diameter = d b₁ (x₁, y₁) Cylinder Height = "c Radius= "c = − ( ₁ ) x + X a What you need to do: Determine the volume of the water tank, which holds a maximum amount of water. Use: Height (b) 1.7 m Diameter = 2.4 m Required formulas: x₁ = 2π b.- 3π b y = - x+b volume = π * x² *y b
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