A reservoir of glycerin has a mass of 1200 kg and a volume of 0.952 m3
. Find the
glycerin’s weight (W), density (𝜌), specific weight (𝛾), and specific gravity (SG).
glycerin’s weight (W)
F=W=ma=(1200)(9.81)=11770Nor11.77kNF= W = ma = (1200)(9.81) = 11770N or 11.77kNF=W=ma=(1200)(9.81)=11770Nor11.77kN
density (𝜌)
ρ=mV=12000.952=1261kg/m3\rho = \frac{m}{V} = \frac{1200}{0.952} =1261kg/m^3ρ=Vm=0.9521200=1261kg/m3
specific weight (𝛾)
γ=WV=11.770.952=12.36kN/m3\gamma = \frac{W}{V} =\frac{11.77}{0.952} =12.36kN/m^3γ=VW=0.95211.77=12.36kN/m3
specific gravity (SG)
SG=V3,./yflzoMac=12.369.81=1.26SG = V3,./yflzo Mac = \frac{12.36}{9.81} =1.26SG=V3,./yflzoMac=9.8112.36=1.26
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