a drop of olive oil of radius 0.30 millimetres into a nearly circular film of radius 12 CM on the water surface estimate the molecular size of olive oil
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gievn by ,
Radius of the drop = 0.30mm
= 0.30 x 10^-3 m
Volume of the oil drop = (4/3)×(pi)×(0.30x 10^-3)^3 ..............(1)
The circular film is cylinderical with radius 0.12m (given) and thickness 't' m(say).
Volume of the film = (pi) × (0.12)^2 × t .......(2)
at equat to equetion》
(4/3)×(pi)×(0.30x 10^-3)^3 =(pi) × (0.12)^2 × t
t = ((4/3)×(pi)×(0.30x 10^-3)^3)/(pi) × (0.12)^2
t =( 4/3)×(0.30x 10^-3)^3/144×10^4
t = (36×10^-6)/144×10^4
t = 0.25×10^-10
NOTE: We have found only the thickness of the film and not the size of the oil molecule.
gievn by ,
Radius of the drop = 0.30mm
= 0.30 x 10^-3 m
Volume of the oil drop = (4/3)×(pi)×(0.30x 10^-3)^3 ..............(1)
The circular film is cylinderical with radius 0.12m (given) and thickness 't' m(say).
Volume of the film = (pi) × (0.12)^2 × t .......(2)
at equat to equetion》
(4/3)×(pi)×(0.30x 10^-3)^3 =(pi) × (0.12)^2 × t
t = ((4/3)×(pi)×(0.30x 10^-3)^3)/(pi) × (0.12)^2
t =( 4/3)×(0.30x 10^-3)^3/144×10^4
t = (36×10^-6)/144×10^4
t = 0.25×10^-10
NOTE: We have found only the thickness of the film and not the size of the oil molecule.
krishnamukherje1:
gud
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