a stone of mass 10 gram is being moved in a circular radius 50cm with a uniform speed of 1 M per second the acceleration of the stone is
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♦ Centripetal Acceleration ♦
→ Defining F = ( Centripetal Force ) | "m", "a" holding their usual meaning
→ 'v' is the Tangential Velocity | 'r' is the Radius of the system
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◘ Solution :
• 'r' = 50cm = 0.5 m
• 'v' = 1m s⁻¹
→ F = ma = mv² r ⁻¹
=> a = v² r ⁻¹
→ Centripetal Acceleration = ( 1 )² / ( 0.5 ) = 2m s⁻²
___________________________________________________________
♦ Centripetal Acceleration ♦
→ Defining F = ( Centripetal Force ) | "m", "a" holding their usual meaning
→ 'v' is the Tangential Velocity | 'r' is the Radius of the system
____________________________________________________________
◘ Solution :
• 'r' = 50cm = 0.5 m
• 'v' = 1m s⁻¹
→ F = ma = mv² r ⁻¹
=> a = v² r ⁻¹
→ Centripetal Acceleration = ( 1 )² / ( 0.5 ) = 2m s⁻²
___________________________________________________________
Answered by
0
I assume that the question is asking for the centripetal acceleration.. so let me jump directly into it
Centripetal acceleration = v^2/r
Where 'r' is the radius and
'v' be the speed.
The centripetal acceleration, α = (2)^2/0.5 = 4/0.5 = 8 ms^-2
If you wonder why I wrote 0.5 it's becoz I converted all the quantities to SI unit system Thus 50cm = 0.5m
khwaish7701:
this is similar quesion
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