JEE Mains/AdvancedJEE Mains/Advanced VideosAP GP sum of series shortcuts) IIT Jee Main NDA CDs - Videos May 20, 20182107Facebook Twitter Google+ Pinterest WhatsApp source
(a) Statics Unit I: Reduction of a system of forces on a rigid body, Change of base point, Conditions of equilibrium, Pointsot's central axis, wrench, pitch, screw, Invariants, Equations of central axis. (Lecture Hours: 8) Unit I: Virtual work, Common centenary, Stability of equilibrium. (Lecture Hours: 12) (b) Dynamics Unit I: Motion in a straight line and plane, Radial and transverse velocities and acceleration, angular velocity and angular acceleration, tangential and normal acceleration, Simple Harmonic Motion. (Lecture Hours: 8) Unit II: Central forces, Motion under resistance. (Lecture Hours: 8) Unit III: Dynamics of Rigid Body: Moments of inertia, Theorems of parallel and perpendicular axes, Moment of inertia about a line, Moment and product of inertia of a plaミe laマiミa, Moマeミtal ellipsoid aミd マoマeミtal ellipse. D’AleマHeヴt’s pヴiミIiple aミd geミeヴal equations of motion, Motion of the centre of inertia and relative to the centre of inertia.Vedio uplode, reply?? Reply
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(a) Statics
Unit I: Reduction of a system of forces on a rigid body, Change of base point, Conditions of
equilibrium, Pointsot's central axis, wrench, pitch, screw, Invariants, Equations of central
axis. (Lecture Hours: 8)
Unit I: Virtual work, Common centenary, Stability of equilibrium. (Lecture Hours: 12)
(b) Dynamics
Unit I: Motion in a straight line and plane, Radial and transverse velocities and acceleration,
angular velocity and angular acceleration, tangential and normal acceleration, Simple
Harmonic Motion. (Lecture Hours: 8)
Unit II: Central forces, Motion under resistance. (Lecture Hours: 8)
Unit III: Dynamics of Rigid Body: Moments of inertia, Theorems of parallel and
perpendicular axes, Moment of inertia about a line, Moment and product of inertia of a
plaミe laマiミa, Moマeミtal ellipsoid aミd マoマeミtal ellipse. D’AleマHeヴt’s pヴiミIiple aミd geミeヴal
equations of motion, Motion of the centre of inertia and relative to the centre of inertia.
Vedio uplode, reply??