Q.1) Three charges are placed as shown in figure. The magnitude of q1=6.4x10 C, but sign of charge q1 and sign and value of the charge q; are not known. Charge q3=+4x10C and the net electrical force F on q3 is entirely in the negative x direction. 4cm Зст a) Determine the sign of the charges q, and q2 b) Calculate the magnitude of charge q2 c) Determine the magnitude of the net electrical force F on q3.- 91 42 Scm xl

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Chapter1: Units, Trigonometry. And Vectors
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Q.1) Three charges are placed as shown in figure.
The magnitude of q1=6.4x10 C, but sign of charge q1
and sign and value of the charge q2 are not known.
Charge q3=+4x10°C and the net electrical force F on
q3 is entirely in the negative x direction.
93
4cm
3cm
a) Determine the sign of the charges q, and q2
b) Calculate the magnitude of charge q2
c) Determine the magnitude of the net electrical
91
42
Scm
force F on q3.
Q.2) Assume that a rod has a uniformly distributed total positive charge +Q. Also,
assume that the rod is bent into a circular section of radius R and central angle o rad.
a) Find the electric field at the center P of this arc in terms of k, Q, O, T, R and obtain
the electric field for the angels
b) =0
c) ф-п
d) ф-2п
Q.3) We have an infinite plane of uniform charge with charge density (O) and an infinite rod which is uniformly
charged with charge density (A) as shown in figure. Find the charge density of the infinitely long rod so that the
total electric field at point P is zero.
+o
a
Infinite line
Infinite plane
(NOTE: Make intermediate procedures and necessary explanations.)
Transcribed Image Text:Q.1) Three charges are placed as shown in figure. The magnitude of q1=6.4x10 C, but sign of charge q1 and sign and value of the charge q2 are not known. Charge q3=+4x10°C and the net electrical force F on q3 is entirely in the negative x direction. 93 4cm 3cm a) Determine the sign of the charges q, and q2 b) Calculate the magnitude of charge q2 c) Determine the magnitude of the net electrical 91 42 Scm force F on q3. Q.2) Assume that a rod has a uniformly distributed total positive charge +Q. Also, assume that the rod is bent into a circular section of radius R and central angle o rad. a) Find the electric field at the center P of this arc in terms of k, Q, O, T, R and obtain the electric field for the angels b) =0 c) ф-п d) ф-2п Q.3) We have an infinite plane of uniform charge with charge density (O) and an infinite rod which is uniformly charged with charge density (A) as shown in figure. Find the charge density of the infinitely long rod so that the total electric field at point P is zero. +o a Infinite line Infinite plane (NOTE: Make intermediate procedures and necessary explanations.)
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