the mass of empty density bottle is 46.50 g when empty, 71.50 g when full of water and 66.85 when full of an oil. find capacity of density bottle
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Here it your answer but just change the no.
Mass of the empty density bottle,` m_(1)` =50 g
Mass of he bottle with water, `m^(2)` = 100 g
Mass of te bottle with liquid, `m_(3)` =150 g
Volume v = dxxm = 1xx50 = 50 `cm^(3)`
Density ofliquid =
mass of liquid/volume of liquid=`(m_(3)-m_(1))/v=(150-50)/(100-50`
= `100/50= 2 " g "cm^(-3)=2000 " kg "m^(-3)`
Mass of the empty density bottle,` m_(1)` =50 g
Mass of he bottle with water, `m^(2)` = 100 g
Mass of te bottle with liquid, `m_(3)` =150 g
Volume v = dxxm = 1xx50 = 50 `cm^(3)`
Density ofliquid =
mass of liquid/volume of liquid=`(m_(3)-m_(1))/v=(150-50)/(100-50`
= `100/50= 2 " g "cm^(-3)=2000 " kg "m^(-3)`
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