The radius (R₁) of one ball bearing is 1.0 mm greater than the radius (R₂) of a second ball bearing. If the sum of their volumes is 100 mm³, the radius of each all is: R₁ = 4.2 R₂ = 3.2 R₁=2 R₂=1 R₁ = 1.6 R₂ = 2.6 R₁ = 2.676 R₂ = 1.676

The radius (R₁) of one ball bearing is 1.0 mm greater than the radius (R₂) of a second ball bearing. If the sum of their volumes is 100 mm³, the radius of each all is: R₁ = 4.2 R₂ = 3.2 R₁=2 R₂=1 R₁ = 1.6 R₂ = 2.6 R₁ = 2.676 R₂ = 1.676

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

Chapter9: Surfaces And Solids

Section9.3: Cylinders And Cones

Problem 40E: For a right circular cone, the dimensions are r=6 cm and h=8 cm. If the length of the radius is...

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Question

The radius (R₁) of one ball bearing is 1.0 mm greater than the radius (R₂) of a second ball bearing. If
the sum of their volumes is 100 mm³, the radius of each all is:
R₁ = 4.2
R₂ = 3.2
R₁=2
R₂=1
R₁ = 1.6
R₂ = 2.6
R₁ = 2.676
R₂ = 1.676

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