Asked by Emily
A chemist mixes two liquids A and B to form a homogeneous mixture. The densities of the liquids are 2.0514 g/mL for A and 2.6678 g/mL for B. When she drops a small object into the mixture, she finds that the object becomes suspended in the liquid; that is, it neither sinks nor floats. If the mixture is made of 41.37 percent A and 58.63 percent B by volume, what is the density of the object?
I know density = mass/volume, but I can't seem to form a relationship between all these variables. Any help is greatly appreciated :]
I know density = mass/volume, but I can't seem to form a relationship between all these variables. Any help is greatly appreciated :]
Answers
Answered by
Steve
density of mixture is
.4137*2.0514 + .5863*2.6678 = 2.413g/mL
so, the density of the object is the same
.4137*2.0514 + .5863*2.6678 = 2.413g/mL
so, the density of the object is the same
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