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Temperature

NEET > Physics > Properties of Bulk Matter > Thermometry, Thermal Expansion and Calorimetry > Temperature

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Overview content

Topic 2 of 15 โ€ข Chapter: Thermometry, Thermal Expansion and Calorimetry โ€ข Unit: Thermal Physics โ€ข Physics

Temperature โ€“ Complete Notes, Revision, Important Questions & Downloads

Temperature in this chapter is the definition-first idea that controls every later thermal calculation. The TOC subtopic Definition and Properties asks you to hold four facts together: temperature fixes the direction of heat flow, equal temperature means thermal equilibrium, temperature is a scalar fundamental quantity with dimension [theta], and Kelvin is the SI unit. NEET usually tests Temperature through short conceptual stems on heat flow, equilibrium, or absolute scale facts; for example, a body at 310.15 K in contact with one at 300 K must lose heat to the cooler body until both reach one common temperature.

โฌ‡ Download Notes PDFView Important Questions โ†’
TheoryDefinition-firstThermal Physics
Expected QuestionsQ
0-1
Temperature appears in NEET as a short direct concept check or as a hidden condition inside calorimetry, gas-law, and thermal-equilibrium questions. A one-pass revision is usually enough if the definitions are exact.
Time Requiredโฑ
25 min
Spend 10 minutes locking the definitions and benchmark values, then 15 minutes on equilibrium and kinetic-theory based MCQs so the topic stays usable inside later chapters.
Difficultyโšก
Easy
The content is short, but marks are lost when students mix up temperature with heat, forget that Kelvin is the SI unit, or ignore that no heat flow means equality of temperature rather than equality of heat content.
NRI USA Curriculum GapUS
Moderate Gap
Students coming from AP Physics 1 or AP Physics 2 often know the everyday meaning of hot and cold, but NEET expects a sharper physics statement: temperature determines heat-flow direction, uses Kelvin as the working SI scale, and anchors the Zeroth law in one line.
1Subtopics
4Practice Questions
4Free Downloads
25 minPrep Time
โฌ‡ Get Free Downloads

Temperature - NEET Weightage Snapshot (2019-2024)

Thermometry, Thermal Expansion and Calorimetry
NEET YearQuestions from this TopicBarMarks
NEET 20240
ย 
0
0
NEET 20231
ย 
1
4
NEET 20220
ย 
0
0
NEET 20210
ย 
0
0
NEET 20201
ย 
1
4
NEET 20190
ย 
0
0
6-Year Total2 Questionsย 8 Marks
Standalone Temperature questions are rare but, when they appear, they are usually direct checks on thermal equilibrium, Kelvin, or the direction of heat flow.
The same concept appears indirectly in calorimetry, gas laws, and radiation because every one of those problems uses a temperature difference or an absolute temperature scale.

The main scoring trap is to treat temperature as stored heat instead of the variable that signals hotness level and predicts the direction of thermal transfer.
[chart]
0.3
Avg Questions / Year
[target]
8
Total Marks (6 yrs)
[pattern]
Irregular
Pattern
[alert]
Easy
Difficulty

How to Study Temperature for NEET

1

Lock the two definitions first Memorise the exact statements for temperature and thermal equilibrium before solving anything. In every question, first check whether the stem is asking about heat flow or about equality of temperature; the usual trap is to answer in terms of heat content even when the required condition is only no heat flow.

2

Read Kelvin as the working scale Keep Kelvin as the default scale for physics reasoning, especially when the stem uses absolute temperature, kinetic theory, or later thermodynamic formulas. The condition to check is whether the question is about a ratio or proportionality in T; the trap is to insert Celsius where only Kelvin keeps the relation valid.

3

Connect temperature with molecular motion Revise that temperature tracks average translational kinetic energy of molecules in kinetic theory. Whenever a gas question says average translational kinetic energy doubles, recognise instantly that absolute temperature doubles; the trap is to treat temperature as total energy of the sample rather than an average molecular measure.

4

Use equilibrium language precisely In contact problems, mark the moment when heat flow stops and write the common final temperature idea before thinking about any other quantity. This helps you recognise Temperature inside mixture, thermometer, and calorimetry questions, where the trap is to assume one body keeps its initial temperature after contact.

Study Materials

PDF ยท Cheat Sheet ยท MCQ Set ยท PYQ
[book]
Full Notes
Compact topic notes on the definition of temperature, thermal equilibrium, scalar nature, Kelvin as SI unit, and the kinetic-theory reading of average translational molecular energy.
PDF1 subtopicDefinition-focused
Download PDF
[sheet]
Formula Sheet
One-page sheet of key formulas, conditions, and one worked example per subtopic, including Kelvin benchmarks, equilibrium cues, and the proportional link between absolute temperature and average translational kinetic energy.
PDF1 pageQuick revision
Download Sheet
[mcq]
MCQ Practice
Targeted MCQ set on heat-flow direction, Zeroth law statements, Kelvin usage, and kinetic-theory interpretations so the basic Temperature ideas stay active inside longer thermal problems.
MCQ set4 questionsApplied stems
Solve MCQs
[pyq]
PYQ
Chapter-linked previous-year practice list focusing on thermal equilibrium, absolute scale, and direct conceptual questions that reuse the Temperature definition inside later thermometry and calorimetry chapters.
PYQ listChapter-linkedNEET revision
Open PYQs

Subtopics in Temperature

2-Column Table
Column AColumn B
Definition and Propertiesโ†—

Rapid Revision Cards

Concept โ†’ Trap โ†’ Example

1) Definition and Properties

Must Know

Temperature is the physical quantity that fixes the direction of heat flow; equal temperature means thermal equilibrium, and the SI unit is kelvin (K).

  • Use Temperature to decide heat-flow direction: from the body at higher temperature to the one at lower temperature.
  • Write thermal equilibrium as a no-heat-flow condition, not as equality of heat content or equality of internal energy.
  • Common NEET trap: students remember 37 C or 273.15 K as facts but forget that proportional reasoning in kinetic theory must use absolute temperature in kelvin.
Example (NEET-style)If body A is at 310.15 K and body B is at 300 K, heat flows from A to B until both reach one common temperature. If average translational kinetic energy of a gas molecule doubles, the absolute temperature also doubles because Temperature tracks that average kinetic energy.

US Curriculum Gaps

Places where common US high-school physics courses leave Temperature less exam-sharp than NEET expects.

AP Physics 1

AP Physics 1 usually introduces hotness, heat transfer, and equilibrium qualitatively, but NEET expects the Temperature definition to be used as a precise decision rule for direction of heat flow and equality at equilibrium.

  • Write the definition in physics language, not everyday language about feeling hot or cold.
  • Practise stems where two bodies touch and you must identify the condition for no heat flow.
  • Treat Kelvin as the standard working unit whenever a physics relation uses absolute temperature.

AP Physics 2

AP Physics 2 reaches thermal physics in more detail, yet NEET still expects faster recall of Kelvin, absolute-zero language, and the kinetic-theory statement that temperature measures average translational kinetic energy of molecules.

  • Bridge from qualitative thermal ideas to one-line exam-ready definitions.
  • Separate temperature from heat supplied, because later phase-change questions keep temperature constant while heat still enters or leaves.
  • Train yourself to shift from Celsius reading to Kelvin reasoning before using proportional arguments.

Concept IQ Check

4 NEET-style MCQs
1A 330 K metal spoon is placed in a well-insulated cup of water at 300 K. At the instant thermal equilibrium is reached, which statement must be true?NEET-style
The spoon remains at 330 K because metals cool quickly only in air.
Both spoon and water are at one common temperature between 300 K and 330 K.
The water reaches 330 K because liquids gain heat faster than solids.
The final temperature must be exactly 315 K in every such contact problem.
The textbook definition of thermal equilibrium is the key: no heat flows between two bodies in contact only when both bodies are at the same temperature. That common temperature must lie between the initial temperatures if the system is insulated, but its exact value depends on heat capacities and masses, which are not given here. Option B is therefore necessary and sufficient. Option A ignores continued heat transfer from the hotter spoon. Option C assumes the colder body always rises to the hotter body's initial temperature, which is false. Option D invents a specific numerical average without any calorimetric data.
2For a dilute ideal gas, the average translational kinetic energy per molecule becomes 1.5 times its initial value. What happens to the absolute temperature of the gas?NEET-style
It becomes 1.5 times the initial value.
It becomes sqrt(1.5) times the initial value.
It stays unchanged because temperature is macroscopic and kinetic energy is microscopic.
It decreases to two-thirds of the initial value.
The OCR page explicitly links temperature to average translational kinetic energy of a molecule. In kinetic theory, average translational kinetic energy per molecule is directly proportional to absolute temperature, so multiplying the average kinetic energy by 1.5 multiplies T by 1.5 as well. Option A follows that direct proportionality. Option B would appear only if a square relation were present, but none exists here. Option C wrongly separates microscopic interpretation from macroscopic temperature. Option D reverses the given increase and has no physical basis.
3Three systems A, B, and C are compared. A is in thermal equilibrium with B, and B is in thermal equilibrium with C. Which conclusion is correct for NEET physics?NEET-style
A and C must exchange heat continuously.
A and C must be at the same temperature.
A and C can have the same heat content but different temperatures only.
Nothing can be said unless their masses are equal.
This is the Zeroth-law form hidden in the task's key concepts. If A is separately in thermal equilibrium with B and C is separately in thermal equilibrium with B, then A and C are also in thermal equilibrium with each other, which means they have the same temperature. The conclusion is about equality of temperature, not equality of mass or stored heat. Option B is therefore correct. Option A contradicts equilibrium by demanding ongoing heat flow. Option C confuses temperature with heat content. Option D adds an irrelevant mass condition that the law does not require.
4A patient has body temperature 310.15 K and touches a steel railing at 295 K. Which interpretation is correct?NEET-style
Heat flows from the railing to the hand because steel is a better conductor.
No heat flows because both values are already expressed in kelvin.
Heat flows from the hand to the railing because the hand is at higher temperature.
Direction of heat flow cannot be decided without converting both temperatures to Celsius.
Temperature alone determines the direction of spontaneous heat flow between bodies in contact: heat moves from higher temperature to lower temperature. Since 310.15 K is greater than 295 K, the hand loses heat to the colder steel railing. Conductivity changes the rate of heat transfer, not its direction, so option A is false. Option B ignores the actual numerical difference in temperature. Option D is unnecessary because kelvin is already an absolute SI scale; converting to Celsius would not change which body is hotter.

Practice Questions

Click "Reveal Answer" after attempting
1A body at 310.15 K is kept in contact with surroundings at 298.15 K. Which option gives the correct direction of heat flow?
Option A: Heat flows from the surroundings to the body because both are on the Kelvin scale.
Option B: Heat flows from the body to the surroundings because 310.15 K is higher than 298.15 K.
Option C: No heat flows because the temperature difference is only 12 K.
Option D: Heat direction depends only on the masses, not on temperature.
๐Ÿ‘ Reveal Answer
Option B is correct. Temperature determines the direction of heat flow, and the hotter body is the one at 310.15 K. Therefore heat passes from the body to the surroundings until both reach a common temperature. The size of the temperature difference affects rate and amount, not the sign of the flow. Options A and C ignore the basic definition, and option D confuses temperature with heat capacity or thermal mass.
2The average translational kinetic energy of molecules in a gas changes from 2.0 x 10^-21 J to 3.0 x 10^-21 J. If the initial absolute temperature was 300 K, what is the final temperature?
Option A: 200 K
Option B: 300 K
Option C: 450 K
Option D: 600 K
๐Ÿ‘ Reveal Answer
Option C is correct. For an ideal gas, average translational kinetic energy per molecule is directly proportional to absolute temperature, so T2/T1 = KE2/KE1 = (3.0 x 10^-21)/(2.0 x 10^-21) = 1.5. Hence T2 = 1.5 x 300 K = 450 K. Option A reverses the proportionality, option B ignores the increase in kinetic energy, and option D incorrectly doubles rather than multiplying by 1.5.
3Body A is at 320 K and body B is at 290 K. They are brought into thermal contact inside an insulated box. Which statement must be true at equilibrium?
Option A: Both bodies must be at 320 K.
Option B: Both bodies must be at 290 K.
Option C: Both bodies must be at one common temperature between 290 K and 320 K.
Option D: The hotter body keeps losing heat forever because no external work is done.
๐Ÿ‘ Reveal Answer
Option C is correct. Thermal equilibrium means no further heat flow, and that happens only when both bodies have the same temperature. In an insulated box, the common final temperature must lie between the initial values 290 K and 320 K, although the exact number depends on masses and heat capacities. Options A and B wrongly force one body's initial temperature on both bodies, while option D contradicts the very meaning of equilibrium.
4The OCR page states that the surface temperature of the Sun is about 6000 K, while normal human body temperature is 310.15 K. Approximately how many times larger is the Sun's surface temperature?
Option A: About 6 times
Option B: About 12 times
Option C: About 19 times
Option D: About 31 times
๐Ÿ‘ Reveal Answer
Option C is correct. The required ratio is 6000 / 310.15, which is about 19.35. So the nearest option is 19 times. This is a good reminder that temperature comparisons should be done on the kelvin scale already provided in the text. Option A and option B are far too small, while option D is too large and would require a denominator closer to 190 K rather than normal body temperature.

NEET Physics Revision Checklist

Check off chapters as you revise

Use this section for quick chapter tracking before mocks, part tests, and final NEET revision.

Tip: Mark a chapter complete only after revising formulas, solving PYQs, and reviewing your error log for that chapter.

Frequently Asked Questions

Notes ยท Downloads ยท Revision ยท Important Questions
What is the difference between temperature and heat in NEET physics?
Temperature is a state variable that tells how hot or cold a body is and predicts the direction of heat flow. Heat is energy transferred because of temperature difference. A body can be at high temperature without containing more total heat than a larger colder body, so NEET uses temperature to decide flow direction and heat to discuss energy transfer.
What exactly is thermal equilibrium?
Thermal equilibrium is the condition in which two bodies in contact exchange no further heat. In exam language, that means both bodies are at the same temperature. The phrase does not mean their masses are equal, their internal energies are equal, or their materials are identical. It is only a temperature statement with a direct heat-flow consequence.
Why is kelvin used instead of degree Celsius in physics formulas?
Kelvin is the SI base unit for thermodynamic temperature and is an absolute scale, so relations involving proportionality to temperature are written in kelvin. If you use Celsius in kinetic theory or gas-law proportionalities, the zero point shifts and the relation breaks. Celsius is still useful for reading everyday values, but physics ratios use kelvin.
Is temperature a scalar or a vector quantity?
Temperature is a scalar quantity. It has magnitude only and no direction, even though it helps predict the direction of heat flow. The direction belongs to the heat transfer process, not to temperature itself. This distinction matters in NEET because options sometimes mix the scalar nature of temperature with the directional nature of heat flow.
Why does the textbook connect temperature with average translational kinetic energy?
That statement gives the microscopic meaning of temperature in kinetic theory. Instead of treating temperature as only a thermometer reading, it tells you that higher absolute temperature corresponds to larger average translational kinetic energy per molecule. This bridge becomes useful in later gas-law questions where a change in molecular motion must be translated into a change in kelvin temperature.
Can two bodies have the same temperature but different internal energy?
Yes. Equal temperature guarantees no net heat flow at contact, but it does not force equal internal energy. Internal energy depends on amount of substance, material, and microscopic degrees of freedom. A large bucket of water and a small steel spoon may both be at 300 K, yet their total internal energies are obviously not the same.
What does absolute zero mean for this topic?
For this Temperature topic, absolute zero is the theoretical lower limit of the kelvin scale, written as 0 K or -273.15 C. The page uses it to show that temperature can be raised without practical upper limit in this chapter context but cannot be lowered indefinitely. In NEET, the important takeaway is the absolute-scale idea, not advanced low-temperature laboratory technique.
Why is normal human body temperature written as 310.15 K on this page?
The page lists the same physical temperature in both common and SI forms: 37 C equals 310.15 K. This helps students shift from everyday reading to physics usage. Whenever NEET asks about direction of heat flow, equilibrium, or later thermodynamic relations, the kelvin value is the cleaner working form because it sits on the absolute scale.
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Definition and Properties

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Definition and Properties

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Elasticity

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