A cylinder bar with a mass of 96.03g has the followingdimensions: Length= 10.7cm

Question

A cylinder bar with a mass of 96.03g has the followingdimensions: Length= 10.7cm Diameter= 0.982cm If the volume of the bar can be determined using theequation V= r2 L where r= radius (half the diameter) =3.14 L= length Calculate the bar's density? Is the bar made of palladium(density= 12.02g/mL)? watch your units, 1mL=1cm3) A cylinder bar with a mass of 96.03g has the followingdimensions: Length= 10.7cm Diameter= 0.982cm If the volume of the bar can be determined using theequation V= r2 L where r= radius (half the diameter) =3.14 L= length Calculate the bar's density? Is the bar made of palladium(density= 12.02g/mL)? watch your units, 1mL=1cm3)

Explanation / Answer

Density = Mass / Volume Use the equation to solve for the volume Length = 10.7 Radius = (.982/2) Don't forget to square = 3.14 After finding the Volume use the equation I listed at the top Mass= 96.03g Volume = Determined by last equation

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