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can you go around a curve with zero acceleration
No,you cant go around a curve with no acceleration.To go around the curve, your velocity vector must change directions, which requires an accereration, i.e. [ no acceleration and you can only go in a straight line. with a consant acceleration it is possible as long as the acceleration is in the appropriate direction. ]
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User: can you go around a curve with zero acceleration





Weegy: No,you cant go around a curve with no acceleration.To go around the curve, your velocity vector must change directions, which requires an accereration, i.e. [ no acceleration and you can only go in a straight line. with a consant acceleration it is possible as long as the acceleration is in the appropriate direction. ]
Expert answered|rhovy06|Points 231|

User: can you go around a curve with constant acceleration

Weegy: Given a curve, y = f(x), then slope m = velocity = dy/dx. acceleration (a) is a derivative of velocity, thus a=d'y/d'x = y''. Zero acceleration implies that the slope of the curve is a constant, a straight line. [ Therefore, when a=0, movement is not in a curve, but in a straight line. Constant acceleration implies that dy/dx is not a constant, and thus movement along some curve is possible when d'y/d'x is not equal to zero. ]
Expert answered|rhovy06|Points 231|

User: can you go around a curve with constant acceleration

Weegy: No, you can't do that. Any change of direction is an acceleration.
Expert answered|rhovy06|Points 231|

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Weegy: Basically, as a body accelerates, the forces acting upon it are unbalanced. However, as one reaches uniform speed (constant speed) you are no longer accelerating, so the forces acting upon the bike are now balanced. [ Newton's second law of motion states that when something is moving, it will continue to move at the same velocity until another force is applied (inertia). Because of this, the bike will be moving "on its own" after you ... (More)
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on top of mountain a pendulum 1.55m long has a period of 2.51seconds.what is acceleration due to gravity of this location
Weegy: [ ] (More)
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Updated 10/20/2012 9:29:44 AM
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Please don't answer with just a link. Please review Weegy's basic rules
Added 10/20/2012 9:29:44 AM
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