Calculate String Tension with Simple Physics Math Help - No Quotation Marks

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Homework Help Overview

The discussion revolves around calculating the tension in a string using physics principles, specifically involving forces and motion in a circular path. The problem includes equations related to tension, mass, radius, and velocity.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants explore the relationships between tension, mass, and velocity through equations. There is an attempt to manipulate the equations to isolate variables, and some participants question the knowns and unknowns in the problem.

Discussion Status

Some participants have provided guidance on combining equations to simplify the problem and suggested focusing on known values to find the tension. There is an acknowledgment of the need to clarify which variables are known and which are not.

Contextual Notes

Participants note specific values for radius and mass, but there is still uncertainty regarding the velocity and how to proceed with solving the equations effectively.

klm
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What is the tension in the string?

okay i have figured this much out,

Tsin(16.69) = m (v^2)/ r
T cos 16.69 -mg =0

i don't know how to solve for T though. i know it should be simple math, but i can't figure it out!


i have tried this

r(tsin 16.69) / v^2 = m
and Tcos16.69 / g = m

and then make them equal,

Tcos16.69 / g = r(Tsin16.69)/V^2

but now i am lost
 
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klm said:
What is the tension in the string?

okay i have figured this much out,

Tsin(16.69) = m (v^2)/ r
T cos 16.69 -mg =0
What are the knowns and unknowns?
 
What values out of those you have written down do you know? At the moment you have two equations in four unknowns, so you will not be able to solve them!
 
oh sorry! i know that r=.3 and m =.2

but i just realized that if i know those, i can just plug them into the 2nd equation and find T...i think
 
klm said:
Tsin(16.69) = m (v^2)/ r
T cos 16.69 -mg =0
What I would do is immediately combine these equations to eliminate T and solve for v. Then you can plug in that answer for T.

(If you write the second equation as T cos 16.69 = mg, it might be easier to see how to combine them.)
 
^ooh i understand what you are saying. thank you!
 

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