Resistance between the top and bottom faces of the cylinder, Physics

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Resistance between the top and bottom faces of the cylinder

A 81.3 g mass of iron is formed into a right circular cylinder, shaped so that its diameter equals its height. [You will need the density of iron : 7.86×10³ kg/m³, and its resistivity : 1.00×10^-7 ?m]

A). Calculate the resistance between the top and bottom faces of the cylinder.

B.) Calculate the resistance between opposite faces if the same mass of iron is formed into a cube.

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Physics: Resistance between the top and bottom faces of the cylinder

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Physics: Resistance between the top and bottom faces of the cylinder

Reference No:- TGS0713717

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Physics: Resistance between the top and bottom faces of the cylinder

Reference No:- TGS0713717

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