SG=1.2SG=1.2SG=1.2
m=146kgm=146kgm=146kg
pH2O=1000(kgm3)p_{H_2O}=1000( \tfrac{kg}{m^3} )pH2O=1000(m3kg)
The specific gravity is given by:The\; specific\; gravity\; is\; given \; by:Thespecificgravityisgivenby:
SG=ppH2O=mVpH2OSG= \dfrac{p}{p_{H_2O}} = \dfrac{ \tfrac{m}{V} }{p_{H_2O}}SG=pH2Op=pH2OVm
where p=mV −is the density of the liquid, and pH2O− is the density of the water.where\; p=\tfrac{m}{V}\; -is \;the\; density\; of\; the\; liquid,\; and\; p_{H_2O}-\;is \;the \;density\; of \;the \;water.wherep=Vm−isthedensityoftheliquid,andpH2O−isthedensityofthewater.
V=mSG∗pH2O=1461.2∗1000(kgm3)=0.121 m3V= \dfrac{m}{SG*p_{H_2O}} = \dfrac{146}{1.2*1000( \tfrac{kg}{m^3} )}=0.121\;m^3V=SG∗pH2Om=1.2∗1000(m3kg)146=0.121m3
Answer: 0.121 m3Answer:\: 0.121\;m^3Answer:0.121m3
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