If ${\gamma }_R\&{\gamma }_C$ are volume coefficients of a liquid and the container in which the liquid is present respectively then match set-I with set-II 

Set-I	Set-II (Level of liquid in the vessel)
A) ${\text{γ}}_{{ }_{\text{R}}}{\text{is + Ve; γ}}_{{ }_{\text{C}}}\text{ is}+Ve$ and ${\text{γ}}_{\text{R}}{\text{> γ}}_{\text{C}}$	P. Doesn’t change
B) ${\text{γ}}_{{ }_{\text{R}}}\text{ is}+Ve;{\gamma }_{{ }_C}\text{ is}-Ve$	Q. Increases from the beginning
C) ${\gamma }_{{ }_R}={\gamma }_{{ }_C}$	R. First falls then increases
D) ${\gamma }_{{ }_R}\text{ is}-Ve;{\gamma }_{{ }_C}\text{ is}+Ve$ and ${\gamma }_{{ }_R}<{\gamma }_{{ }_C}$	S. Decreases from the beginning