H R Given A Hull Of A Small Underwater Vehicle Shown Above Is Modeled As Two Connected Pieces A Hemisphere Of Radius 1 (71.8 KiB) Viewed 120 times
H R Given A Hull Of A Small Underwater Vehicle Shown Above Is Modeled As Two Connected Pieces A Hemisphere Of Radius 2 (74.71 KiB) Viewed 120 times
H R Given A Hull Of A Small Underwater Vehicle Shown Above Is Modeled As Two Connected Pieces A Hemisphere Of Radius 3 (74.71 KiB) Viewed 120 times
H R Given a hull of a small underwater vehicle (shown above) is modeled as two connected pieces: a hemisphere of radius R and a circular cone of base radius R and height H. 2 For hemisphere: Surface area = 21+R2; Volume = R3 For cone: Surface area = Tt RVR2 + H2; Volume = TER?H The volume of this underwater vehicle is n. The objective is to minimize its surface area. Use fmincon function to find out values for R and H. You should include your function definitions in your script. Upload Choose a File
H R Given a hull of a small underwater vehicle (shown above) is modeled as two connected pieces: a hemisphere of radius R and a circular cone of base radius R and height H. For hemisphere: Surface area = 2hR2; Volume = TR3 For cone: Surface area = TRVR2 + H2; Volume =şturH : 3 The volume of this underwater vehicle is n. The objective is to minimize its surface area. Use fmincon function to find out values for R and H. You should include your function definitions in your script. Upload Choose a File
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