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KINAMATICS Class11th Short notes |physics KINAMATIC | Complete Rapid Revision | Summarized short Notes

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Simple and student-friendly language Formula sheet for quick revision Important concepts Perfect for last-minute exam preparation concise presentation for better understanding

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KINEMATICS-1D
 Kinematics in which we deal with the motion i.e. change in position with respect to a either fixed system or a
moving system (frame of reference) without taking into account of its cause or force.


 For analysing motion of a particle, there are some physical quantities as its parameters
(i) Position or position vector - which is the location of the particle with respect to system of co-ordinate axes.
(ii) Displacement - the change in position vector.
(iii) Velocity - The time rate of change of displacement
(iv) Acceleration - The time rate of change of velocity.


PIYUSH SHUKLA
Motion (Translational)


Absolute Motion Relative Motion
(Frame of reference is (Frame of reference
a fixed body or system) is in motion)


t t + t
figure (i)
0 A B
x

x + x
uuur
In figure (i) motion is along positive x-direction AB = displacement in time t =  xr
y
B (t + t)

r
B
r A(t)
A
x figure (ii)
O
r = r + r and rA= r
B

uuur uuur uuur r
In fig (ii) displacement in time t , AB  OB  OA  r = change in position vector..
In any kind of motion, the magnitude of displacement is less than or equal to distance (actual path traversed).


 AB  S = Distance covered in time t .
uuur uur
AB  Displacement is time t  r or path length

S Dis tan cecovered
 Average speed in time t =
t Time elapsed
uur A B
r Displacement
= Average velocity in time t = Time elapsed time t time t + t
t
If for different interval the particle has same average velocity then motion is said to be in uniform motion or
otherwise motion is said to be in non-uniform motion and if particle is in non-uniform motion then velocity at a

[1]

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