How Do You Calculate Acceleration and Angle from Multiple Forces in Physics?

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Homework Help Overview

The discussion revolves around calculating acceleration and angle from multiple forces acting on an object in a physics context. The forces involved are 10N north, 20N east, and 5N south, with a mass of 4kg.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to determine the acceleration and angle by considering the net forces and questions whether to add the forces directly or use trigonometric functions for angle calculation.

Discussion Status

Some participants suggest adding the vector components to find the net force and then applying F=ma to find acceleration. Others provide guidance on finding the components of the net force vector and how to approach the calculations in a coordinate system.

Contextual Notes

There is an emphasis on understanding vector components and the coordinate system being used, which may influence the calculations. The original poster expresses uncertainty about their free body diagram and the correctness of their approach.

alexandra91
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Homework Statement


Hey, I'm not sure how to continue...
Forces of 10N north, 20N eat and 5N south act on an object of mass 4kg. How big is its acceleration and what angle does it make with the force in the eat direction.

Homework Equations



F=ma

The Attempt at a Solution


I drew and free body diagram. Now I'm not sure if its correct to add up all three forces to get the accerlation. Or do i have to figure out the angle through using cos sin ect.
Thanks for your help
Alex
 
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Yes, add up the vector components to get the net vector force, and use F=ma to get the resulting acceleration.

Welcome to the PF, BTW.
 
thank you very much. Now i found the acceleration but how do i now fund the force towards the east direction.
 
alexandra91 said:
thank you very much. Now i found the acceleration but how do i now fund the force towards the east direction.

You must first find the components of the net force vector. Since the coordinate system is (e,n) instead of (x,y), you just find the total Fe and the total Fn, and plug those into the vector equation F=ma to find ae and an.
 

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