a) An engineer has a task to build a silo for grain storage with height of 3 m. To give a better grain flow, the silo is designed a cone-like geometry, where its biggest radius is on the top. The geometry should follow the function below: H = 2/w2 + L2 – 1, where h height of the silo, W = half width of the roof, and L = half horizontal length of the silo. i) Determine the radius of each section of the silo for height interval 0.5 m.

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