What is the Unknown Force Acting on a 2.8 kg Object in Upward Vertical Motion?

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Homework Help Overview

The problem involves determining an unknown force acting on a 2.8 kg object that is moving upward vertically. The object experiences a displacement of (4.2i - 3.3j) m over a time interval of 1.2 seconds, and participants are exploring the forces acting on it, including its weight.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss splitting the displacement into components and calculating the total force acting on the object. There are attempts to derive acceleration from the displacement and time, and questions arise regarding the signs of the force components.

Discussion Status

The discussion is ongoing, with participants sharing their calculations and questioning the correctness of their signs in the force components. Some guidance has been offered regarding the importance of sign conventions in the context of forces.

Contextual Notes

There is a mention of the object starting from rest and the need to account for both the weight and the unknown force acting on it. Participants are also reflecting on the implications of their calculations regarding directionality.

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can anyone help me start this problem?

Besides its weight, a 2.8 kg object is subjected to one other constant force. The object starts from rest and in 1.2s experieces a displacement of (4.2i - 3.3j) m, where the direction of j is the upward vertical direction. determine the other force
 
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Start by splitting the displacement into i and j components. Using the displacements calculate the total force on the object. Then subtract the weight force from the total force to get the 'other force'.
 
kk, I got...

deltaX = Vixt + 1/2at^2

4.2 = 0 1/2a(1.2)^2

a = 5.8i

deltaY = Viyt + 1/2at^2

-3.3 = 0 + 1/2a(1.2)^2

Y = -5.4j

F = 2.8kg(5.8i + 5.4j) ?
 
Seems roughly ok. I don't have to check your arithmetic, right? But aren't you losing signs again in the total force? Shouldn't the y component of the force be DOWN?
 
Last edited:
yup yup! you're right again, dick. Signs are always messing me up. Thanks again.
 

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