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Assertion.The bond enthalpy of C-H bondi...

Assertion.The bond enthalpy of C-H bondin `CH_(4)` is nearly 416 k J `mol^(-1)`
Reason . First , second, third and fourth C-H bonds in `CH_(4)` have same bond enthalpy.

A

If both A and R are true,andR is the true explanation of A.

B

If both A and R are true,but R is not the true explanation of A.

C

If A is true, but R is false

D

If both A and R are false.

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To solve the given question, we need to analyze the assertion and reason statements regarding the bond enthalpy of C-H bonds in methane (CH₄). ### Step-by-Step Solution: 1. **Understanding the Assertion**: - The assertion states that the bond enthalpy of the C-H bond in CH₄ is nearly 416 kJ/mol. - To verify this, we need to calculate the average bond enthalpy of the C-H bonds in CH₄. 2. **Bond Dissociation Enthalpy**: - The bond dissociation enthalpy is the energy required to break a bond in a molecule. - For CH₄, we can consider the following bond dissociation steps: - CH₄ → CH₃ + H (ΔH = +427 kJ/mol) - CH₃ → CH₂ + H (ΔH = +439 kJ/mol) - CH₂ → CH + H (ΔH = +452 kJ/mol) - CH → C + H (ΔH = +347 kJ/mol) 3. **Calculating Total Bond Enthalpy**: - Now, we sum these bond dissociation enthalpies: \[ \text{Total } ΔH = 427 + 439 + 452 + 347 = 1665 \text{ kJ/mol} \] 4. **Calculating Average Bond Enthalpy**: - Since there are 4 C-H bonds in CH₄, we can find the average bond enthalpy by dividing the total bond enthalpy by 4: \[ \text{Average bond enthalpy} = \frac{1665 \text{ kJ/mol}}{4} \approx 416.25 \text{ kJ/mol} \] - This confirms that the bond enthalpy of the C-H bond in CH₄ is indeed approximately 416 kJ/mol. 5. **Understanding the Reason**: - The reason states that the first, second, third, and fourth C-H bonds in CH₄ have the same bond enthalpy. - From our calculations, we see that the bond enthalpies are not identical; they vary for each bond. 6. **Conclusion**: - The assertion is true as the bond enthalpy is approximately 416 kJ/mol. - The reason is false as the bond enthalpies of the C-H bonds are not the same. - Therefore, the correct answer is that the assertion is true but the reason is false. ### Final Answer: Assertion is true, but the reason is false. ---
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The H-C-H bond angle in CH_(4) is

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The bond dissociation energy of a diatomic molecule is also called bond energy. However, the bond dissociation energy depends upon the nature of bond and also the molecule in which the bond is present. The bond energy N-H bind in NH_(3) is equal to one-third of the energy of dissociation of NH_(3) because there are three N-H bonds and those of C-H bond in CH_(4) is equal to one-fourth of the energy of dissociation of CH_(4) Heat of a reaction = Bond energy of reactants - Bond energy of products In which of the following, the bond enthalpy and bond dissociation enthalpy are identical ?

The bond dissociation energy of a diatomic molecule is also called bond energy. However, the bond dissociation energy depends upon the nature of bond and also the molecule in which the bond is present. The bond energy N-H bind in NH_(3) is equal to one-third of the energy of dissociation of NH_(3) because there are three N-H bonds and those of C-H bond in CH_(4) is equal to one-fourth of the energy of dissociation of CH_(4) Heat of a reaction = Bond energy of reactants - Bond energy of products The enthalpy changes for the reaction H_(2)O(g) rarr H(g)+OH(g) and OH (g) rarr O(g)+H(g) are 501.87 kJ mol^(-1) and 423.3 kJ mol^(-1) . The bond enthalpy of O-H bond is

The bond dissociation energy of a diatomic molecule is also called bond energy. However, the bond dissociation energy depends upon the nature of bond and also the molecule in which the bond is present. The bond energy N-H bind in NH_(3) is equal to one-third of the energy of dissociation of NH_(3) because there are three N-H bonds and those of C-H bond in CH_(4) is equal to one-fourth of the energy of dissociation of CH_(4) Heat of a reaction = Bond energy of reactants - Bond energy of products Find the bond enthalpy of S-S bond from the following data. C_(2)H_(5)-S-C_(2)H_(5)(g) " " Delta H_(f)^(@) = -147.23 kJ mol^(-1) C_(2)H_(5)-S-S-C_(2)H_(5)(g) " " Delta H_(f)^(@) = -201.92 kJ mol^(-1) S(g) Delta H_(f)^(@) = 222.80 kJmol^(-1)

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