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N(2)+3H(2) to NH(3)...

`N_(2)+3H_(2) to NH_(3)`

A

For disproportionation reaction.

B

For comproportionation reaction.

C

For either intermolecular redox reaction or displacement reaction

D

For either thermal combination redox reaction or thermal decomposition redox reaction.

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To determine the type of reaction represented by the equation \( N_2 + 3H_2 \rightarrow 2NH_3 \), we will analyze the oxidation states of the elements involved and classify the reaction accordingly. ### Step-by-Step Solution: 1. **Write the Reaction**: The given reaction is: \[ N_2 + 3H_2 \rightarrow 2NH_3 \] 2. **Determine Oxidation States**: - For \( N_2 \) (nitrogen gas), the oxidation state of nitrogen (N) is 0 because it is in its elemental form. - For \( H_2 \) (hydrogen gas), the oxidation state of hydrogen (H) is also 0 for the same reason. - In \( NH_3 \) (ammonia), the oxidation state of nitrogen is -3 and hydrogen is +1. 3. **Identify Changes in Oxidation States**: - Nitrogen changes from 0 in \( N_2 \) to -3 in \( NH_3 \). This indicates a reduction (gain of electrons). - Hydrogen changes from 0 in \( H_2 \) to +1 in \( NH_3 \). This indicates an oxidation (loss of electrons). 4. **Classify the Reaction**: - Since there is a reduction of nitrogen and an oxidation of hydrogen, this reaction is classified as a **redox reaction** (reduction-oxidation reaction). - Additionally, since two reactants combine to form a single product, this reaction is also classified as a **combination reaction**. 5. **Final Classification**: - Therefore, the reaction \( N_2 + 3H_2 \rightarrow 2NH_3 \) is both a **redox reaction** and a **combination reaction**. ### Conclusion: The reaction is classified as a redox combination reaction.
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N_(2) + 3H_(2) to 2NH_(3) In this reaction, equivalent weight of N_(2) is :

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For the reaction N_(2) + 3H_(2) to 2NH_(3) if (Delta[NH_(3)])/(Deltat) = 2 xx 10^(-4) mol L^(-1)s^(-1) , the value of (-Delta[H_(2)])/(Deltat) would be

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Assertion (A) : In the reaction, N_(2)+3H_(2) rarr 2NH_(3) , the rate of reaction is different in terms of N_(2), H_(2) and NH_(3) . Reason (R ): The rate of reaction is equal to the rate of disappearance of a reactant or rate of formation of a Product.

In the following reaction, we start with 2 mol of N_(2) and 5 mol of H_(2) exerting a total pressure of 7 atm at a given temperature is a closed vessel. When 50% of N_(2) is converted into NH_(3) . N_(2)+3H_(2)to2NH_(3) Partial pressure of NH_(3) is:

2 "mole" N_(2) and 3 "mole" H_(2) gas are allowed to react in a 20 L flask at 400 K and after complete conversion of H_(2) into NH_(3) . 10 L H_(2)O was added and temperature reduced to 300 K . Pressure of the gas after reaction is : N_(2)+3H_(2)to2NH_(3)

2 "mole" N_(2) and 3 "mole" H_(2) gas are allowed to react in a 20 L flask at 400 K and after complete conversion of H_(2) into NH_(3) . 10 L H_(2)O was added and temperature reduced to 300 K . Pressure of the gas after reaction is : N_(2)+3H_(2)to2NH_(3)

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