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2. Using the base units of the sI system, show that F = G(mim2)/r2 is a dimensionally homogeneous equation which gives F in newtons. Compute the gravitational force acting between two identical spheres that are touching each other. The mass of each sphere is mı, and the radius is r. Units Used: Given: m] = 150 kg µN = 10-6 N %3D G= 66.73 10-12 m kg-s r = 275 mm

2. Using the base units of the sI system, show that F = G(mim2)/r2 is a dimensionally homogeneous equation which gives F in newtons. Compute the gravitational force acting between two identical spheres that are touching each other. The mass of each sphere is mı, and the radius is r. Units Used: Given: m] = 150 kg µN = 10-6 N %3D G= 66.73 10-12 m kg-s r = 275 mm

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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2. Using the base units of the SI system, show that F = G(mim2)/r2 is a dimensionally homogeneous equation which gives F in newtons. Compute the gravitational force acting between two identical spheres that are touching each other. The mass of each sphere is mı, and the radius is r. Units Used: Given: m1 = 150 kg .3 10-12 m kg-s r = 275 mm µN = 10-6 N G = 66.73 10
Transcribed Image Text:2. Using the base units of the SI system, show that F = G(mim2)/r2 is a dimensionally homogeneous equation which gives F in newtons. Compute the gravitational force acting between two identical spheres that are touching each other. The mass of each sphere is mı, and the radius is r. Units Used: Given: m1 = 150 kg .3 10-12 m kg-s r = 275 mm µN = 10-6 N G = 66.73 10
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