Solving Electron Problem 14: Find Electric Force (N)

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To find the electric force acting on an electron, the correct formula is F = ma, using the electron's mass of 9.109 x 10^-31 kg and the acceleration of 6.00 x 10^3 m/s^2. The initial calculation of 5.4654 x 10^-27 N was incorrect due to a misunderstanding of the mass value and acceleration. The correct force, based on the provided acceleration, is 5.466 x 10^-27 N. Clarification on the acceleration value is necessary, as a different value (6.9832 x 10^6) yields a different force calculation. Accurate values are crucial for solving physics problems effectively.
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Problem 14.
An electron moving through an electric field experiences an acceleration of 6 : 00 * 10^3 m/s^2.
Find the magnitude of the electric force acting on the electron. In units of N.
Note: I used force=mass* acceleration with mass=9.109*10^-19 and the acceleration =6 : 00 * 10^3 m/s^2 and got 5.4654*10^-27 N but it was wrong, what did I do wrong?




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F = ma

F = (9.11x10^-^3^1)(6x10^3)

F = 5.466x10^-^2^7 N

Where did you get that mass from? What does 6:00 mean? If you used that mass you gave, how did you get that answer?
 
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Answer

this is how it was solved:
F_electric=m_e*a
=(9.109*10^-31)(6.9832*10^6)
=6.361*10^-24N.
 
Where the heck does 6.9832x10^6 come from?
 
Mustang:

Your answer is correct if the acceleration is 6 x 10^3.

The other answer is correct if the acceleration is 6.9832 x 10^6.

Pick one.

(I assume your 9.109x10^-19 was just a typo.)
 
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