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In this lecture, we develop the kinetic theory description of an ideal gas by explaining how gas pressure arises from molecular motion, how temperature is interpreted microscopically, and how the root mean square (RMS) speed characterizes molecular velocities. We begin with the derivation of pressure exerted by an ideal gas in terms of molecular mass, number density, and mean square speed. This leads naturally to the kinetic interpretation of temperature, where temperature is shown to be a direct measure of the average translational kinetic energy of gas molecules. Finally, we introduce and discuss the root mean square speed and its physical significance. Topics covered in this lecture: • Molecular origin of pressure in an ideal gas • Expression for pressure using kinetic theory • Microscopic interpretation of temperature • Relation between temperature and mean kinetic energy • Root mean square speed of gas molecules • Dependence of RMS speed on temperature and molecular mass • Physical significance and applications This lecture is fundamental for Thermodynamics and Statistical Physics and is highly relevant for IIT-JAM, CSIR-NET, GATE, JEST, TIFR, UPSC Physics Optional, as well as BSc and MSc Physics curricula. IIT-JAM Physics CSIR-NET Physics GATE Physics JEST TIFR UPSC Physics Optional BSc Physics MSc Physics @iit @nptelhrd @NPTELSpecialLectureSeries @Physics @Thermodynamics @StatisticalPhysics @KineticTheory @IITJAM @CSIRNET @GATEPhysics @UPSCPhysicsOptional #KineticTheoryOfGases #IdealGas #GasPressure #MolecularMotion #Temperature #MeanKineticEnergy #RootMeanSquareSpeed #RMSVelocity #Thermodynamics #StatisticalPhysics #PhysicsLecture #BScPhysics #MScPhysics #IITJAMPhysics #CSIRNETPhysics #GATEPhysics #JESTPhysics #TIFRPhysics #UPSCPhysicsOptional #OnlinePhysics #StudyPhysics