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Which are the subject in KEAM for B.ARCH


Sougandh sajeev 30th Jun, 2019
Answers (2)
shreyapandey96 Student Expert 30th Jun, 2019

Dear Student,

Please visit the link below of careers 360 for your answer- 

https://www.google.com/amp/s/engineering.careers360.com/articles/keam/amp

Soni sunny anantkumar Student Expert 30th Jun, 2019
Yes sir,

You can see in the link  of career 360 article below:
https://www.google.com/amp/s/engineering.careers360.com/articles/keam/amp

KEAM 2019 Syllabus for Physics

Introduction & MeasurementDescription of Motion in One DimensionDescription of Motion in Two & Three DimensionLaws of MotionWork, Energy & PowerMotion of System of Particles & Rigid Body RotationGravitationMechanics of Solids & FluidsHeat & ThermodynamicsOscillationsWavesElectrostaticsCurrent ElectricityMagnetic Effect of Current & MagnetismEMI & Alternating CurrentElectromagnetic WavesOpticsDual Nature of Matter & RadiationsAtomic NucleusSolids & Semiconductor DevicesPrinciples of CommunicationsIntroduction & MeasurementDescription of Motion in One DimensionDescription of Motion in Two & Three DimensionLaws of MotionWork, Energy & PowerMotion of System of Particles & Rigid Body RotationGravitationMechanics of Solids & FluidsHeat & ThermodynamicsOscillationsWavesElectrostaticsCurrent ElectricityMagnetic Effect of Current & MagnetismEMI & Alternating CurrentElectromagnetic WavesOpticsDual Nature of Matter & RadiationsAtomic NucleusSolids & Semiconductor Devices

Principles of Communications



KEAM 2019 Syllabus Mathematics

Sets, Relation & FunctionsComplex NumbersQuadratic EquationsSequence & SeriesPermutations, Combinations and Binomial Theorem & Mathematical InductionMatrices & DeterminantsLinear InequationsMathematical Logic & Boolean AlgebraTrigonometric Functions & Inverse Trigonometric FunctionsCartesian System of Rectangular CoordinatesLines & Family of LinesCircles & Family of CirclesConic SectionsVectors3D GeometryStatistics & ProbabilityFunctions, Limits & ContinuityDifferentiationApplication of DerivativesDefinite and Indefinite IntegralsDifferential Equations

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