Solve Numerical Problem: Proton Mass, Charge, Speed & Electric Field Strength

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To determine the strength of the electric field affecting a proton, the work-energy theorem is suggested as a suitable approach. The proton, with a mass of 1.67*10^-27 kg and a charge of 1.6*10^-19 C, experiences a speed reduction of 50% after traveling 1.0 cm in the field. Newton's Second Law of Motion is also mentioned as a potential method for solving the problem. Some participants express a preference for the work-energy theorem over Coulomb's law for simplicity. The discussion emphasizes the importance of selecting the right formula to analyze the proton's motion in the electric field.
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A Proton Of Mass 1.67*10^-27kg And Charge 1.6*10^-19c Moving At An Initial Speed 3*10^6m/s Against A Uniform Electric Field Has Its Speed Reduced By 50% After Covering A Distance Of 1.0cm In The Field. Determine The Strength Of The Field? help me solve this problem what formula should i use to solve it.
 
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Samia qureshi said:
what formula should i use to solve it
Newton's Second Law of Motion
 
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The work-energy theorem can be used also to solve this.
 
can't we use F=K[q1][q2]/r^2 ?
 
I think it's easier to use work-energy theorem
 
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Said Ahmad said:
I think it's easier to use work-energy theorem
i will try this also Thank you :)
 
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