Electric Field and Object Mass: Solving for Unknowns

AI Thread Summary
The discussion centers on solving for the electric field and the mass of an object in a parallel-plate capacitor scenario. The electric field is calculated using the formula E = Tsin(theta)/q, resulting in a value of 23375 N/C. To find the mass, the participant realizes that the vertical forces involve tension and gravitational force, leading to the equation T = mg/cos(theta). This simplifies the problem, allowing the mass to be determined as 35 grams. The conversation highlights the importance of understanding the forces at play in physics problems.
Octoshark
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Homework Statement



The electric field between the plates of a parallel-plate capacitor is horizontal, uniform and has a magnitude E. A small object with a charge of -2.60 µC is attached to the string. Assume that the tension in the string is 0.350 N, and the angle it makes with the vertical is 10°

What is the magnitude of the electric field?
What is the mass of the object?

Homework Equations



E=Tsin(theta)/q

The Attempt at a Solution



E = (.350)(.1736)/-2.60x10^-6 = 23375 N/C

So I got this, but how does it help me find the mass of the object? Please forgive me if it is simple but I am refreshing on physics as the semester just started last week ;)
 
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Hello octoshark.
I agree with you on the first question.

For the second, what forces are acting vertically?
 
-PROBLEM SOLVED-

I didn't realize it was as simple as T=mg/cos(theta) from the way my teacher worded it, it didn't make sense

Answer: 35g
 
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