The radius of a solid metal cylinder is 10.5 cm and height is 60 cm. calculate the mass of cylinder if the density of metal of cylinder is 5 gm per cm3.
Answers
Answered by
28
Radius of the base of the cylinder, r= 10.5 cm
Height of the cylinder, h = 60 cm
Volume of the metal cylinder = πr²h
= 22/7 x (10.5)² x 60
= 20790 cm³
Density of the metal cylinder= 5g/cm³
mass of metal cylinder = Volume x Density
= 20790x5
= 103950g
=103.95kg
Height of the cylinder, h = 60 cm
Volume of the metal cylinder = πr²h
= 22/7 x (10.5)² x 60
= 20790 cm³
Density of the metal cylinder= 5g/cm³
mass of metal cylinder = Volume x Density
= 20790x5
= 103950g
=103.95kg
Answered by
7
Volume of cylinder = πr²h
= (22/7)×(10.5)²×60
= 20790 cm³
now, density = mass/volume
⇒mass = density ×volume
=5×20790 = 103960 gm
= 103.96 kg
= (22/7)×(10.5)²×60
= 20790 cm³
now, density = mass/volume
⇒mass = density ×volume
=5×20790 = 103960 gm
= 103.96 kg
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