Asked by julia
an aluminum cylinder, of height h=2ocm and of radius r=1ocm, rests with its base on a horizontal table. Density of aluminum P=2700kg/m^3
a-calculate the weight of the cylinder take g=10N/kg
b-what is the value of the force exerted by the table on the cylinder?
c-deduce the magnitude of the force exerted by the cylinder on the table
d-calculate the pressure exerted by the cylinder on the table
a-calculate the weight of the cylinder take g=10N/kg
b-what is the value of the force exerted by the table on the cylinder?
c-deduce the magnitude of the force exerted by the cylinder on the table
d-calculate the pressure exerted by the cylinder on the table
Answers
Answered by
Damon
Defining z axis up:
area of base of cylinder A= pi r^2
where r = 20 cm = .20 meter
height of cylinder = .10 meter
volume of cylinder V= pi r^2 h
= pi (.2)^2 (.1)
weight of cylinder W = g V = 10 V in Newtons
b) +W
c) -W
d) W/A in Newtons/meter^2 or Pascals
area of base of cylinder A= pi r^2
where r = 20 cm = .20 meter
height of cylinder = .10 meter
volume of cylinder V= pi r^2 h
= pi (.2)^2 (.1)
weight of cylinder W = g V = 10 V in Newtons
b) +W
c) -W
d) W/A in Newtons/meter^2 or Pascals
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