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Problem 2 (4 pt) . The hull of a small underwater vehicle is modeled as 2 connected pieces: a hemisphere of radius R and a

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Problem 2 (4 pt) . The hull of a small underwater vehicle is modeled as 2 connected pieces: a hemisphere of radius R and a circular cone of base radius R and height H. * The volume of this underwater vehicle is . The objective is to minimize the surface area. For hemisphere: Surface area -2mR?: Volume-R For cone: surface areaRVRTTH7, Volume- R2H Use fmincon function to find out values for R and H

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