Mixtures and Alligation

A vessel has two equal compartments $A$ and $B$ containing $H_2$ and $O_2$ respectively, each at $1\space atm$ pressure. If the wall separating the compartment is removed, the pressure :

At $298$ K, equal volumes of $SO_{2}, CH_{4}$ and $O_{2}$ are mixed in empty container. The total pressure exerted is $2.1$ atm. The partial pressure of $CH_{4}$ in mixture is :

A container is filled with water vapor plus hydrogen and oxygen gases. What is the total pressure of the container if the pressures of the gases are: Water $=0.03\ atm$ Hydrogen $=0.66\ atm$ Oxygen $=0.35\ atm$

Equal masses of $H_2$ and $CH_4$ are mixed in an empty container at $25^0 C$. The fraction of the total pressure exerted by $H_2$ is :

The pressure exerted by a mixture of $1.6\ g$ of gas $A$ and $2.2\ g$ of gas $B$ in a $10\ { dm }^{ 3 }$ flask at $25$ is: [Molar mass of gas $A = 32\ g/mol$] [Molar mass of gas $B = 44\ g/mol$]

A mixture of $CO$ and $CO_{2}$ is found to have a density of 1.5 gm/L at $30^{o}C$ and 740 mm pressure. The percentage composition of $CO_{2}$ in the mixture is:

At constant temperature $200\space cm^3$ of $N_2$ at $720\space mm$ and $400\space cm^3$ of $O_2$ at $750\space mm$ pressure are put together in a one litre flask. The final pressure of the mixture is :

At $740\space mm$ pressure in a closed vessel. No. of oxygen and hydrogen molecule is same, If oxygen is removed from system than pressure become :

A $200\ mL$ flask contains oxygen at $200$ trim $Hg$ and a $ 300\ mL$ flask contains neon at $100$ $mm :Hg$. The two flasks are connected so that each gas fills their combined volumes. What is the partial pressure of neon in the final mixture? (Assuming no change in temperature).

$32\ g$ of oxygen and $3\ g$ of hydrogen are mixed and kept in a vessel at $760\ mm$ pressure and $0^{\circ}C$. The total volume occupied by the mixture will be nearly:

$5:g$ of water at $30^\circ C$ and $5:g$ of ice at $-20^\circ C$ are mixed together in a calorimeter. Find the final temperature of the mixture. Assume water equivalent of calorimeter to be negligible, specific heats of ice and water are $0.5$ and $1 cal/g^\circ C$, and latent heat of ice is $80:cal/g$.

$100: ml: 0.1 :M H_2O_2$ is mixed with $400: ml :0.5: M H_2O_2$. The volume of $0.1: M: KMnO_4$ (acidic) required to react with $H_2O_2$ mixture is :

What is the volume of water that should be added to $150mL$ of $\cfrac{N}{2}$ oxalic acid to prepare a solution of $\cfrac{N}{10}$ oxalic acid?

If a volume of a mixture of ${CO}{2}$ and $CO$ increases by $20$% on passing over hot coke, the percentage of ${CO}{2}$ in the original mixture is: $\left( C+{ CO }_{ 2 }\longrightarrow 2CO \right) $

Equal weights ${C}{2}{H}{6}$ and hydrogen are mixed in an empty container at ${0}^{o}C$. The fraction of total pressure exerted by hydrogen is-