a particle is placed at the point A of a frictionless track ABC . where point a is at a height of 1m point b at 0.5m and point c at little less than point a . it is pushed slightly towards right.find its speed when it reaches the point B take g = 10m/s^2
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Heya frnd here's your answer
the potential energy at A is mgh=m×10×1=10m
(where m is mass)
kinetic energy at A is 0
mechanical energy at A is 10m+0=10m00m
potential energy at B = mgh = m×10×.5=5m
kinetic energy at B is 10m-5m=5m
hence velocity (or speed)
1/2mv^2=5m
1/2v^2=5
v^2=5×2
:.v=
Hope this helps you
the potential energy at A is mgh=m×10×1=10m
(where m is mass)
kinetic energy at A is 0
mechanical energy at A is 10m+0=10m00m
potential energy at B = mgh = m×10×.5=5m
kinetic energy at B is 10m-5m=5m
hence velocity (or speed)
1/2mv^2=5m
1/2v^2=5
v^2=5×2
:.v=
Hope this helps you
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