Is this how to attempt this problem on electric field strength

AI Thread Summary
The discussion focuses on calculating the electric field strength between two parallel plates at -50kV and 100kV with a separation of 35cm, yielding a value of approximately 428,571.4 N/C, which can be rounded to 420 x 10^3 N/C for simplicity. The conversation also addresses the subsequent question regarding the force experienced by a proton placed between the plates, suggesting the use of the equation F = qE, where F is force, q is charge, and E is electric field strength. Participants confirm the correctness of the initial calculation and provide guidance on how to approach the force calculation. Overall, the thread emphasizes the application of basic physics equations to solve electric field and force problems.
KieranRC
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Homework Statement


Two parallel plates at -50kV and 100kV have separation 35cm. a proton is placed between the plates. calculate the electric field strength between the plates

Homework Equations


E=v/d

The Attempt at a Solution


100kV--50kV=150kV 150x10^3/0.35=428571.4N/C
 
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Hello Kieran, :welcome:

In one word: yes !

(However, since you only get two digits from the voltage, perhaps 420 ##\times 10^3\ ##N/C is a bit cleaner. But by all means: do further calculations with the number you found.)
 
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BvU said:
Hello Kieran, :welcome:

In one word: yes !

(However, since you only get two digits from the voltage, perhaps 420 ##\times 10^3\ ##N/C is a bit cleaner. But by all means: do further calculations with the number you found.)
Okay, great! Thank you

The question later goes on to ask what force is experienced by the proton and i really don't know where to start on this one, could you try shed some light on this for me? Thanks
 
For that you need a relevant equation, something like Force = Electric field strength * charge, or ## \vec F = q \vec E##. You have the two factors on the right, so: no problemo. But check the direction !
 
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