Simple factoring that i can't do

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Homework Help Overview

The discussion revolves around solving for the tension T1 in a chandelier problem involving angles and gravitational forces. Participants are attempting to verify their equations and solutions related to the tension in the context of physics.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants are sharing their derived equations for T1 and questioning the validity of their solutions. There is a focus on verifying calculations and understanding the implications of terms like "multiplicative factor."

Discussion Status

Some participants have provided their equations for T1 and are seeking confirmation of their correctness. There is a mix of attempts to clarify the problem and verify solutions, with no explicit consensus reached on the correct approach yet.

Contextual Notes

Participants express concern about having limited attempts to submit their answers, which adds pressure to ensure accuracy in their calculations.

gillyr2
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I need to solve for T1. the problem is a tension problem with a chandelier, but i have found all the equations to solve for the T1. I solve for T1 but the computer says its wrong. here are the equations and my answer. please help


(T1*cos(x1))/cos(x2) = (mg - T1*sin(x1))/sin(x2)

i keep getting

(cos(x2)mg)/2(sin(x2)cos(x1)+cos(x2)sin(x1)) = T1

x's are angles. someone pleas ehelp
 
Last edited:
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well i got (0.5*mg*sin(x2))/cos(x1))=T1.
 
can anyone verify this because i only get one shot left
 
hmmm, I am sorry bout that, do you know what they mean by multiplicative factor?
 
i don't know but i haven't entered in your answer yet. i just want to make sure because i only have one chance left
 
Last edited:
someone please help me
 
i get:
T1 = mg / (cos(x1)*tan(x2)+sin(x1))

let me know if its correct.
 
AFG34, you got it right. thanks

cna i ask how you did that?
 
first you multiply both sides by sin(x2); this gets rid of the fraction in the right side, and the left side reduces to T1*cos(x1)*tan(x2). Then you just bring the Tensions to one side and factor them out.
 

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