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Densities of diamond and graphite are (3...

Densities of diamond and graphite are `(3.5g)/(mL)` and `(2.3g)/(mL)`.
C (diamond) equilibrium C (graphite)
`Delta_(7)H=-1.9(kJ)/("mole")`
Favourable conditions for formation of diamond are:

A

high pressure and low temperature

B

low pressure and high temperature

C

high pressure and high temperature

D

low pressure and low temperature

Text Solution

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The correct Answer is:
To determine the favorable conditions for the formation of diamond from graphite, we can analyze the given information step by step. ### Step 1: Understand the Reaction The reaction we are considering is the conversion of carbon in the diamond form (C_diamond) to carbon in the graphite form (C_graphite). The equilibrium can be represented as: \[ \text{C (diamond)} \rightleftharpoons \text{C (graphite)} \] ### Step 2: Analyze the Enthalpy Change We are given that the enthalpy change (ΔH) for the reaction is -1.9 kJ/mol. This negative value indicates that the reaction is exothermic, meaning that heat is released when diamond is formed from graphite. ### Step 3: Apply Le Chatelier's Principle According to Le Chatelier's principle, if a system at equilibrium is subjected to a change in temperature, pressure, or concentration, the system will adjust to counteract that change. ### Step 4: Consider Temperature Effects Since the reaction is exothermic, increasing the temperature will shift the equilibrium to favor the reactants (in this case, diamond). This is because adding heat to an exothermic reaction will drive the reaction backward to absorb the excess heat. Therefore, higher temperatures are not favorable for the formation of diamond. ### Step 5: Consider Pressure Effects Next, we look at the densities of diamond and graphite. The density of diamond is 3.5 g/mL, while the density of graphite is 2.3 g/mL. Since diamond has a higher density, increasing the pressure will favor the formation of the phase with lower density, which is graphite. However, we need to consider that the reaction is in equilibrium, and we want to favor the formation of diamond. ### Step 6: Combine the Effects To favor the formation of diamond, we need to apply high pressure and low temperature. High pressure will push the equilibrium toward the side with fewer moles (if applicable) or the side with a lower density. However, since we are looking for conditions that favor diamond formation, we conclude that high pressure is favorable. ### Conclusion The favorable conditions for the formation of diamond from graphite are: - **High Pressure** - **Low Temperature** Thus, the correct answer would be high pressure and low temperature. ---
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RESONANCE ENGLISH-CHEMICAL EQUILIBRIUM-Exercise-1 (Part-2)
  1. An endothermic reaction is represented by the graph:

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  2. The value of DeltaG^(@) for a reaction in aqueous phase having K(c)=1,...

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  3. The effect of temperature on equilibrium constant is expressed as(T(2)...

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  4. For the reaction CO(g)+H(2)O(g) hArr CO(2)(g)+H(2)(g) at a given t...

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  5. Given the following reaction at equilibrium N(2)(g) + 3H(2)(g)hArr2NH(...

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  6. The equilibrium SO(2)Cl(2)(g) hArr SO(2)(g)+Cl(2)(g) is attained at 25...

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  7. Densities of diamond and graphite are (3.5g)/(mL) and (2.3g)/(mL). C...

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  8. Introduction of inert gas (at the same temperature) will affect the eq...

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  9. The equilibrium SO(2)Cl(2)(g) hArr SO(2)(g)+Cl(2)(g) is attained at 25...

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  10. An equilibrium mixture in a vessel of capacity 100 litre contain 1 "mo...

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  11. For an equilibrium H(2)O(s)hArrH(2)O(l), which of the following statem...

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  12. A reaction in equilibrium is respresnt by the following equation 2A((s...

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  13. For the reaction CO(g)+H(2)O(g) hArr CO(2)(g)+H(2)(g) at a given t...

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  14. The two equilibrium AB hArr A^(+) + B^(-) and AB+B^(-)hArrAB(2)^(-) ar...

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  15. In the preceeding problem, if[A^(+)]"and"[AB(2)^(-)] "are " y " and "...

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  16. The following two reactions: i. PCl(5)(g) hArr PCl(3)(g)+Cl(2)(g) ...

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  17. C(s)+CO(2)(g)hArr2CO(g) K(p)=1atm CaCO(3)(s)hArrCaO(s)+CO(2)(s) K(p)...

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  18. Na(2)SO(4).10H(2)O(s)hArrNa(2)SO(4).5H(2)O(g) K(P)=2.43xx10^(-8) atm^(...

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  19. A(s)hArrB(g)+C(g) K(p(1))=36 atm^(2) E(s)hArrB(g)+D(g) K(p(2))=64atm...

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  20. In a closed container following equilibrium will be attained- A(s)+B...

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