Assignment open Assignment MESSAGE INSTRUCTOR FULL scREEN PRINTER VERSaON BACK N
ID: 3162712 • Letter: A
Question
Assignment open Assignment MESSAGE INSTRUCTOR FULL scREEN PRINTER VERSaON BACK NEXT chapter Chapter 22, Problem 010 m z Your answer is partially correct. Try again. Part (a) of the figure shows two charged particles fixed in place on an x axis with separation L. The ratio q1/q2 of their charge magnitudes is 4.00. Part (b) of the figure shows the x component Er of their net electric net, field along the x axis just to the right of particle 2. The x axis scale is set by xs 30.6 cm. (a) At what value of x 0 is Enet,x maximum? (b) If particle 2 has charge -4e, what is the value of that maximum? Assume erettem e- 1.602 x 10 19 c. Review Results by Stafy unit (a) Numberi 1.022 (bl Click if you would like to Show Work for this questionExplanation / Answer
Let q2 = -q , so , q1 = +4q
Let the position where Enet,x = maximum be P.
So, for that point : Enet,x = k*(q)/x^2 - k*(4q)/(L+x)^2
Now, for Enet,x = 0 , x = xs*2/3
So for k*(q)/x^2 - k*(4q)/(L+x)^2 = 0
So, 1/x^2 = 4/(L+x)^2
So, x = L = xs*2/3
So, L = 20.4 cm
Now, for maximum, dEnet/dx = 0
So, -2/x^3 + 4*2/(L+x)^3 = 0
So, 1/x^3 = 4/(L+x)^3
So, 1/x^3 = 4/(0.204 + x)^3
So, x = 0.347 m = 34.7 cm <-----answer
b)
the maximum value :
Enet,x = -k*(4e)/x^2 + k*(4*4e)/(L+x)^2
= -9*10^9*(4*1.6*10^-19)/0.347^2 + 9*10^9*(16*1.6*10^-19)/(0.204 + 0.347)^2
= 2.81*10^-8 N
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