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ID: 1420511 • Letter: I

Question

I'M CHECKING MY ANSWERS SO PLEASE ANSWER THE QUESTION WITH AN ANSWER AND NOT INSTRUCTIONS.

1.) In a right angle traingle ABC, angle ABC = 90 Degree, AB = 2 m, and angle ACB is 41.81 Degree. A point charge of 5*32 nC is placed at point C and another point charge 4* 32 nC is placed at point A. Calculate the electric field at B.

2.) Two charges, one is - 63 nC and other is 2* 63 nC are separated by 2 m distance. What is the electric field at the mid point of the line joining the charges?

3.) Two charges, one is 7 nC and another one is 12 nC are separated by 1 m distance. Calculate distance from the smaller charge where electric field will be zero.

Explanation / Answer

qA = 4*32 nC, qC = 5*32 nC

AB = 2 m

tan(41.81) = AB/AC

AC = 2/tan(41.81) = 2.236 m

E = kq/r^2

EBA = (9*10^9*4*32*10^-9)/(2*2) = 288 N/C

EBC = (9*10^9*5*32*10^-9)/(2.236*2.236) = 288.02 N/C

Angle between EBA and EBC is 90 degrees

electric filed at B is E = [(288)^2+(288.02)^2]^1/2

E = 407.3 N/C

2) q1 = -63 nC, q2 = 2*63 nC, r1 = r2 = 2/2 = 1m

E1 and E2 both are in same direction

E= E1+E2 = [(9*10^9*63*10^9)/(1*1)] + [(9*10^9*2*63*10^9)/(1*1)]

E = 1701 N/C

3) Net electirc field is zero

E1 = E2

kq1/x^2 =kq2/(L-x)^2

7/x^2 = 12/(1-x)^2

x =0.433m from small charge

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