What speed do the electrons have when they strike the screen?

AI Thread Summary
Electrons in a typical color television tube are accelerated through a potential difference of 25,000 Volts, which raises questions about their speed upon striking the screen. The discussion highlights the need for a formula that relates voltage, charge, and energy, specifically mentioning the concept of electron-volts. Participants emphasize the importance of understanding kinetic energy equations to determine the electrons' speed. Suggestions include consulting physics textbooks or online resources for the necessary formulas. The conversation centers on the application of basic physics principles to solve the problem.
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In a typical color television tube, the electrons are accelerated through a potential difference of 25,000 Volts. What speed do the electrons have when they strike the screen? (qe = 1.6 x10-19 C, me = 9.1 x10-31 kg)
 
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What is the energy to move a charge through a voltage?
Then if no energy is lost this becomes kinetic energy
 
These are the possible answers.
a. 0.55c.
b. 0.09c.
c. 0.30c.
d. 0.90c.
 
I know the answer - the point is for you to learn something
 
I don't know what formula to use.
 
You need an equation with voltage, charge and energy - have you come across electron-volt?

Do you know the equation for kinetic energy?
 
No, I just need the exact formula then I will know what to do from there.
 
Dude, just open the nearest physics book available and go to the section on voltage differences between two points in space, you'll know which formula to use right away

You can even google it.
 
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