Solving for Acceleration on an Inclined Ramp

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Homework Help Overview

The discussion revolves around determining the correct sign for acceleration in the context of a weight on an inclined ramp. The problem involves forces acting on a mass in a gravitational field and the implications of coordinate system definitions.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the relationship between acceleration and the direction of forces, questioning whether acceleration should be represented as -ma or +ma. Some suggest analyzing the forces in both the X and Y directions and considering the placement of the origin.

Discussion Status

The discussion is ongoing, with participants expressing varying levels of frustration regarding the complexity of the problem. While some guidance has been offered regarding the importance of the coordinate system, there is no clear consensus on the correct approach to the sign of acceleration.

Contextual Notes

One participant mentions an impending exam, indicating a time constraint that may affect the depth of exploration in the discussion.

SS2006
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I have a 1kg weight on a rmap inclined 20degrees being pulled upwards and to the left
*******-
***********-
************** -
******************-
in that motion above(look at dashes only), is it -ma or +ma?
so the equation is

-a = t - mgsin20
or
a = t - mgsin20
I am just wondering if a leeft movement has anythign to do with gravity (A) being + or-
thanks
 
Last edited:
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try looking at it in terms of the forces acting in the X direction and the forces acting in the Y direction. Consider where you place your origin.

Then think about which vectors will be positive and which will be negative.
 
no no i just want a simple anaswre
i just meant weather acceleration should be -ma or +ma
 
It has to do with how you define coordinate system.
 
i have an exam tomorrow and i just wanted to know , are you saying there's no way to tell from the info i sent?
*sigh* nvm..
 

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