The conical-spherical dumbbell (made from a cone and a hemisphere) shown in the figure is floating in a liquid of specific gravity equal to 1.65 such that dumbbell's bottom hemisphere is submerged in the liquid. The bottom of the circular cone and the hemisphere have the same radius equal to R= 18 cm. Obtain the following when the cone has a height, h= 42 cm. (i) The buoyant force acting on the dumbbell (ii) The mass of the dumbbell (ii) The center of buoyancy

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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The conical-spherical dumbbell (made from a cone
and a hemisphere) shown in the figure is floating in a
liquid of specific gravity equal to 1.65 such that
dumbbell's bottom hemisphere is submerged in the
liquid. The bottom of the circular cone and the
hemisphere have the same radius equal to R= 18 cm.
Obtain the following when the cone has a height,
h = 42 cm.
(i)
The buoyant force acting on the dumbbell
(ii)
The mass of the dumbbell
(iii) The center of buoyancy
SHOW ALL OF THE WORK WITH CLEAR AND NEAT WRITING IN STEP BY STEP FOR CREDIT
Transcribed Image Text:The conical-spherical dumbbell (made from a cone and a hemisphere) shown in the figure is floating in a liquid of specific gravity equal to 1.65 such that dumbbell's bottom hemisphere is submerged in the liquid. The bottom of the circular cone and the hemisphere have the same radius equal to R= 18 cm. Obtain the following when the cone has a height, h = 42 cm. (i) The buoyant force acting on the dumbbell (ii) The mass of the dumbbell (iii) The center of buoyancy SHOW ALL OF THE WORK WITH CLEAR AND NEAT WRITING IN STEP BY STEP FOR CREDIT
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