Time of flight of an accelerated electron in a television tube

AI Thread Summary
To calculate the time of flight for electrons in a television tube, start with the force equation F = qE, where q is the charge of the electron and E is the electric field strength. Use Newton's second law to derive the acceleration from this force. With the acceleration and the known distance of 0.3 m, apply kinematic equations to find the time taken for the electrons to reach the screen. The voltage of 20 kV can help determine the electric field using V = Ed. Understanding these concepts is crucial, especially in the absence of a textbook for reference.
dranger35
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I was given this problem for homework.

Assume you have a television tube that is about 0.3 m from cathode to screen, and electrons are accelerated uniformly through 20 kV – the electric field is constant. How long does it take for the electrons to travel from the cathode to the screen? The electron mass is 9.11x10-31 kg.Assume you have a television tube that is about 0.3 m from.

Can any1 let me know what equation to start off with adn one to find the time. Thanks
 
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You should look at the force due to an electric field, F(vector)=q(scalar)*E(vector)
Now that you have the force due to the electric field, simply use Newton's second law to get the acceleration.
With the acceleration and the distance to the screen, you should be able to get the time of flight.
 
Yea but how do I know the F if I don't know q or E? Thanks again, I'm really confused with it.
 
In this case you may use:

V = E*d

Read your book sometime!
 
Yea that's the problem, there is no book for the class so we have to get it from our heads and the teacher for some reason is expecting us to know it.
 
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