Answer
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Hint: Henry’s law states that the amount of the dissolved gas in a liquid is found to be proportional to its partial pressure above the liquid. Mathematically Henry’s law can be written as: $P={{k}_{H}}.C$
Where, P is the partial pressure of gas, ${{k}_{H}}$is the proportionality constant, and C is the concentration of gas
Complete answer:
- As we know that $P={{k}_{H}}.C$. Partial pressure of gas is directly proportional to the proportionality constant and to the concentration of gas
- Statement (A) is correct, because as the value of ${{K}_{H}}$ increases with the function of the nature of the gas - this statement is correct because ${{K}_{H}}$ mainly depends on three things: nature of gas, nature of solvent, temperature and pressure. So, as the temperature increases the value of ${{K}_{H}}$also increases.
- Statement (B) is wrong because in the equation $P={{k}_{H}}.C$, we can see that pressure of gas is directly proportional to the concentration, and if proportionality constant is high then concentration will be low according to the equation. The solubility of the gas in the liquids will be low. And hence, this statement is wrong.
- Statement (C) is correct because if we see the equation of partial of the gas :${{P}_{A}}={{P}_{A}}^{\circ }.{{x}_{A}}$
Where,${{P}_{A}}$ is the partial pressure of gas in vapour phase, ${{P}_{A}}^{\circ }$ is the vapour pressure of pure component, ${{x}_{A}}$ is the mole fraction.
- Statement (D) is correct. Different gases have different ${{K}_{H}}$ (Henry’s law constant) values at the same temperature- If we compare three gases(oxygen, nitrogen and helium) then there solubility versus pressure graph will be like this:
So, here we can see that pressure and solubility differs for each gas, hence, ${{K}_{H}}$will also differ.
Hence, we can say that the statement(B) is wrong.
Note:
- Henry’s law has many applications like in production of the carbonated beverages, in deep sea diving etc.
- This law is applicable only when the molecules of the system are present in a state of equilibrium.
- It is not applicable when gases are placed in high pressures.
Where, P is the partial pressure of gas, ${{k}_{H}}$is the proportionality constant, and C is the concentration of gas
Complete answer:
- As we know that $P={{k}_{H}}.C$. Partial pressure of gas is directly proportional to the proportionality constant and to the concentration of gas
- Statement (A) is correct, because as the value of ${{K}_{H}}$ increases with the function of the nature of the gas - this statement is correct because ${{K}_{H}}$ mainly depends on three things: nature of gas, nature of solvent, temperature and pressure. So, as the temperature increases the value of ${{K}_{H}}$also increases.
- Statement (B) is wrong because in the equation $P={{k}_{H}}.C$, we can see that pressure of gas is directly proportional to the concentration, and if proportionality constant is high then concentration will be low according to the equation. The solubility of the gas in the liquids will be low. And hence, this statement is wrong.
- Statement (C) is correct because if we see the equation of partial of the gas :${{P}_{A}}={{P}_{A}}^{\circ }.{{x}_{A}}$
Where,${{P}_{A}}$ is the partial pressure of gas in vapour phase, ${{P}_{A}}^{\circ }$ is the vapour pressure of pure component, ${{x}_{A}}$ is the mole fraction.
- Statement (D) is correct. Different gases have different ${{K}_{H}}$ (Henry’s law constant) values at the same temperature- If we compare three gases(oxygen, nitrogen and helium) then there solubility versus pressure graph will be like this:
So, here we can see that pressure and solubility differs for each gas, hence, ${{K}_{H}}$will also differ.
Hence, we can say that the statement(B) is wrong.
Note:
- Henry’s law has many applications like in production of the carbonated beverages, in deep sea diving etc.
- This law is applicable only when the molecules of the system are present in a state of equilibrium.
- It is not applicable when gases are placed in high pressures.
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