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Thermodynamics question

2011 · Shift 2 · Q7
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Thermodynamics question

2011 · Shift 2 · Q7

JEE AdvancedChemistryThermodynamicsMCQ+4 / −1
Match the transformations in column I with appropriate options in column II Column I (A) CO2CO_2CO2​(s) →\to→ CO2CO_2CO2​(g) (B) CaCO3CaCO_3CaCO3​(s) →\to→ CaOCaOCaO(s) + CO2CO_2CO2​(g) (C) 2HHH →\to→ H2H_2H2​(g) (D) PPP(white, solid) →\to→ PPP(red, solid) Column II (p) phase transition (q) allotropic change (r) ΔH\Delta HΔH is positive (s) ΔS\Delta SΔS is positive (t) ΔS\Delta SΔS is negative
  1. A
    A →\to→ p,r,s; B →\to→ r,s; C →\to→ t; D →\to→ p,q,t
  2. B
    A →\to→ r,s; B →\to→ p,s; C →\to→ t; D →\to→ p,q,t
  3. C
    A →\to→ p,r,s; B →\to→ r,s; C →\to→ r; D →\to→ p,t
  4. D
    A →\to→ p,r,s; B →\to→ r,s; C →\to→ t; D →\to→ q,t
View written solutionFree

Correct answer: D

  1. Analyze transformation (A): CO2(s)→CO2(g)CO_2(s) \to CO_2(g)CO2​(s)→CO2​(g)

This is sublimation, i.e. solid directly to gas.

  • Hence it is a phase transition ⇒(p)\Rightarrow (p)⇒(p)
  • Sublimation requires heat, so ΔH>0\Delta H > 0ΔH>0 ⇒(r)\Rightarrow (r)⇒(r)
  • Disorder increases from solid to gas, so ΔS>0\Delta S > 0ΔS>0 ⇒(s)\Rightarrow (s)⇒(s)

So, A→p,r,sA \to p,r,sA→p,r,s


  1. Analyze transformation (B): CaCO3(s)→CaO(s)+CO2(g)CaCO_3(s) \to CaO(s) + CO_2(g)CaCO3​(s)→CaO(s)+CO2​(g)

This is a decomposition reaction, not a phase transition.

  • Thermal decomposition requires heat, so ΔH>0\Delta H > 0ΔH>0 ⇒(r)\Rightarrow (r)⇒(r)
  • A gas is produced from solids, so randomness increases, hence ΔS>0\Delta S > 0ΔS>0 ⇒(s)\Rightarrow (s)⇒(s)

So, B→r,sB \to r,sB→r,s


  1. Analyze transformation (C): 2H→H2(g)2H \to H_2(g)2H→H2​(g)

Two hydrogen atoms combine to form one molecule.

  • Number of gaseous particles decreases, so entropy decreases.
  • Therefore ΔS<0\Delta S < 0ΔS<0 ⇒(t)\Rightarrow (t)⇒(t)

Also, bond formation is exothermic, so ΔH<0\Delta H < 0ΔH<0; hence (r)(r)(r) is not correct.

So, C→tC \to tC→t


  1. Analyze transformation (D): P(white, solid)→P(red, solid)P(\text{white, solid}) \to P(\text{red, solid})P(white, solid)→P(red, solid)

This is conversion of one allotrope of phosphorus into another.

  • Hence it is an allotropic change ⇒(q)\Rightarrow (q)⇒(q)
  • It is not a phase transition because both are solids of different structures, not different physical states.
  • White phosphorus is more ordered molecular solid? Red phosphorus is polymeric and thermodynamically more stable; entropy decreases in going to the more ordered network form, so ΔS<0\Delta S < 0ΔS<0 ⇒(t)\Rightarrow (t)⇒(t)

So, D→q,tD \to q,tD→q,t


  1. Match with options

We obtained:

  • A→p,r,sA \to p,r,sA→p,r,s
  • B→r,sB \to r,sB→r,s
  • C→tC \to tC→t
  • D→q,tD \to q,tD→q,t

This matches Option D.


  1. Compare with stored correct answer

Stored correct answer = A

But option A says for DDD: p,q,tp,q,tp,q,t, which incorrectly includes phase transition (p)(p)(p). Allotropy is not a phase transition.

Therefore, the stored answer appears incorrect.

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