Find the electric field intensity at a point O due to straight line charge of linear charge density = \(\lambda\) . @hartnn @ganeshie8
Give me one minute and I will post what I did yet.
those are the only variables? alpha, beta and lamda ?!
Lambda is the linear charge density. Alpha , beta are the angles (variables).
Okay, so here is what I have done so far.
@hartnn - Will you please check if I am right till now?
yes correct.. .. Continue
But the book has something else ! It says, dE = \(\cfrac{k \lambda }{a} d\theta\)
ermm.. i think its directly using the result of Field due to infinitely long line of charge which is \[E = \frac{k \lambda }{a}\] but i wonder.. how that is included here :D.. i think u can do it from ground zero though.. the way you started..
Well, I tried to do it several times and I got the same which I showed. But the book says different!
well what is the final solution!? did you try evaluating E field using ur method? what do you get?!
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