Question

in rind the Mass of the Earth Problem 3. A semi-infinite non-conducting rod (that is, infinite in one direction only) has uniform linear charge density a. Show that the electric field at point P makes an angle of 45° with the rod and that this result is independent of the distance R Hint: Separately find the parallel and perpendicular (to the rod) components of the electric field at then compare those components P, and
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Answer #1

The x and the y components of the electric field at point P will be as shown below:

X I Ex Ey

Now,

the x component will be

=ん! (R2+2.2)를

By integrating we get

Es(total) kx

similarly the y component of the electric field will be

E-E (IP + r2)를

by intergrating we get

y(total) = kAR

Now the angle heta will be

heta = tan^{-1}( rac{E_y}{E_x})

by plugging all the values we get

θ tan-1 ( T

which gives us

1 t-tan-( 1 )

or

θ = 45°

which is independent of R

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