if two liquids of same volume but different densities 9g/cc and 10g/cc are mixed. find the density of mixture
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Answered by
1
Let the volume of both the liquids be V
P1 and P2 be the density of both liquids
According to formula volume = mass / density
V+V= mass(assume very less)/P1+mass(assumed very less)/P2
2V = P1+P2/P1*P2
V= P1+P2/2P1*P2
NOW USING 1
DENSITY = MASS/VOLUME
DENSITY = 1/P1+P2/2P1*P2
DENSITY = 2P1*P2/P1+P2
P1 and P2 be the density of both liquids
According to formula volume = mass / density
V+V= mass(assume very less)/P1+mass(assumed very less)/P2
2V = P1+P2/P1*P2
V= P1+P2/2P1*P2
NOW USING 1
DENSITY = MASS/VOLUME
DENSITY = 1/P1+P2/2P1*P2
DENSITY = 2P1*P2/P1+P2
varshith25:
No the answer was wrong
Answered by
5
if 1 cc liquid of vol 9g/cc and 1 cc liquid of vol 10 gm is mixed then
total vol of mixture= 2cc and total weight = 19gm
so, density of mixture= weight/vol
ie. den = 19/2= 9.5gm/cc
total vol of mixture= 2cc and total weight = 19gm
so, density of mixture= weight/vol
ie. den = 19/2= 9.5gm/cc
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