Question

derived equations of motion for a particle moving in a plane and show that yhe motion can be resolved in two independent motion in a mutually perpendicular direction ??
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Answer 1

Explanation:



1

Secondary School 

 

Physics 

 

5 points

Derive equations of motion for a particle moving in a plane and show that the motion can be resolved in two independent motion in mutually perpendicular directions

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 by Gauri1801 07.08.2019

Answers

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sonuvuce 

 

Ace

Answer:

Let the initial velocity of the particle be



The acceleration of the particle be



After time t if the velocity is  and the displacement is 

Then

Acceleration = rate of change of velocity





        ............ (1)

Average velocity







   ............(2)

Taking the dot product of eq (1) with itself







  ........ (3)

(1), (2) and (3) are required equations of motion

From equation (1)







Comparing the x and y component



And



From equation (2)







Comparing the x and y components





Similarly for equation (3) we can say that the motion can be resolved in two independents mutually perpendicular directions.

Answer 2

Answer:

hey punekar

Explanation:

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