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anonymous
 4 years ago
In lecture #2, time 11:20 Proff. Lewin wants us to calculate when will the field be zero on the line passing through two charges +3 and 1 respectively.
I calculated and the answer was that point is at distance d(3+3^.5)/2 OR d(33^.5)/2 from the +3 charge, and d is the distance between the two charges. I got two results cause I was solving a quadratic equation, but the second result is clearly wrong because it places the zero field point between the two charges. Can anyone check my solution?
anonymous
 4 years ago
In lecture #2, time 11:20 Proff. Lewin wants us to calculate when will the field be zero on the line passing through two charges +3 and 1 respectively. I calculated and the answer was that point is at distance d(3+3^.5)/2 OR d(33^.5)/2 from the +3 charge, and d is the distance between the two charges. I got two results cause I was solving a quadratic equation, but the second result is clearly wrong because it places the zero field point between the two charges. Can anyone check my solution?

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anonymous
 4 years ago
Best ResponseYou've already chosen the best response.0I did a quick check, your first answer is that the point is 1,37d apart from (1) charge and 2,37d apart from (+3) charge, so if E is zero there, by superposition, 3/(2.37^2)=1/(1.37^2) which is quite the case. So, it seems to be ok!
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