A glass vessel of volume V_(o) is competely filled with a liquid and its temperature is raised by DeltaT. What volume of the liquid will overflow ? Cefficient of linear expanison of glass = alpha_(g) and coefficient of volume expension of the liquid =gamma_(1).

A glass vessel of volume V_(o) is competely filled with a liquid and i

1.	A glass vessel of volume V_(o) is competely filled with a liquid and its temperature is raised by DeltaT. What volume of the liquid will overflow ? Cefficient of linear expanison of glass = alpha_(g) and coefficient of volume expension of the liquid =gamma_(1).
Answer» SOLUTION :Volume of the liquid overflown = Increase in the volume of the liquid ""- Increase in the volume of the container `=[V_(o)(1+gamma_(L)DELTAT)-V_(o)l]=[V_(o)(1+gamma_(g)DeltaT)-V_(o)]` `=V_(o)DeltaT(gamma_(l)-gamma_(g))=V_(o)DeltaVT(gamma_(l)-3alpha_(g))""(becausegamma_(g)=3alpha_(g))`