Physics

Heat, Temperature and Internal Energy

Physics·Prelims Strategy

Latent Heat — Prelims Strategy

NEET UG
Version 1Updated 24 Mar 2026

Prelims Strategy

To effectively tackle NEET questions on latent heat, a systematic approach is essential:

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  1. Understand the ConceptsClearly differentiate between latent heat and specific heat. Remember that latent heat involves phase change at constant temperature, while specific heat involves temperature change without phase change. Understand the molecular basis for why temperature remains constant during phase change (energy goes into potential energy, not kinetic energy).
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  3. Memorize Key ValuesFor water, memorize Lf=3.34×105,J/kgL_f = 3.34 \times 10^5,\text{J/kg} (80,cal/g80,\text{cal/g}) and Lv=2.26×106,J/kgL_v = 2.26 \times 10^6,\text{J/kg} (540,cal/g540,\text{cal/g}). Also, know the specific heat of water (cwater=4186,J/kgcircCc_{\text{water}} = 4186,\text{J/kg}^circ\text{C} or 1,cal/gcircC1,\text{cal/g}^circ\text{C}). These values are frequently used.
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  5. Multi-Stage Problem SolvingFor problems involving both temperature changes and phase changes, break the problem into distinct stages. For example, if heating ice to steam: (1) heat ice to 0circC0^circ\text{C} (Q=mciceDeltaTQ=mc_{\text{ice}}Delta T), (2) melt ice at 0circC0^circ\text{C} (Q=mLfQ=mL_f), (3) heat water to 100circC100^circ\text{C} (Q=mcwaterDeltaTQ=mc_{\text{water}}Delta T), (4) vaporize water at 100circC100^circ\text{C} (Q=mLvQ=mL_v), (5) heat steam above 100circC100^circ\text{C} (Q=mcsteamDeltaTQ=mc_{\text{steam}}Delta T). Sum up all QQ values.
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  7. Calorimetry PrincipleFor mixing problems, apply the principle of calorimetry: Heat lost = Heat gained. Be meticulous in identifying which substances lose heat and which gain heat, and account for all possible phase changes and temperature changes.
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  9. Unit ConsistencyAlways ensure units are consistent (e.g., all SI units or all CGS units). Convert grams to kilograms, calories to joules, or vice-versa as needed. Pay attention to the units given in the latent heat values.
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  11. Heating Curve InterpretationPractice interpreting heating curves. The sloped sections represent temperature changes (Q=mcDeltaTQ=mcDelta T), and the flat plateaus represent phase changes (Q=mLQ=mL). The length of the plateau is proportional to the latent heat for that phase change.
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  13. Conceptual ClarityFor conceptual questions, rely on a clear understanding of the definitions and underlying physics. For instance, why steam burns are more severe than hot water burns is a classic application of latent heat release during condensation.
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