in a similar experiment, if we want to buoy a 0.147-kg solid platinum object in water with an attached string from above, what is the tension in Newtons required to support the piece of platinum?
mass of he solid platinum object m_platinum=0.147 kg
density of platinum, rho_platinum=21450 kg/m^3
volume of the given platimum v=m/(rho_platinum)
now,
buoyancy force FB=m_water*g
FB=(rho_water*V_water)*g
FB=(rho_water*(m_platimum)/(rho_platimum)*g)
FB=(1000*(0.147/(21450))*9.8)
FB=6.72*10^-2 N
and
tension T=(m_platinum*g)-FB
T=(0.147)*9.8-(6.72*10^-2)
T=1.373 N
in a similar experiment, if we want to buoy a 0.147-kg solid platinum object in water...
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(N) and the Weight (W) in terms of polar coordinates
(a) what is the polar angle of the tension in
degrees?
(b) what is the polar angle of the normal force
in degrees?
(c) what is the polar angle of the weight in
degrees?
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