Question 5. Suppose we have 3 point charges fixed in place in a line as below:
What is the total electric potential due to these three charges at point P?
Electric potential is V = k[(Q/r)+(-Q/2r)-(2Q/3r)]
V = (k*Q/r)(-1/6) = -k*Q/6r
so option a is correct
Electric Potential is given as
V = k Q/r
Q = charge , r = distance from charge
Potential by charge Q at distance ''r'' from point P:
V1 = k Q /r
Potential by charge -Q at distance ''2r'' from point P:
V2 = -k Q /2r
Potential by charge -2Q at distance ''3r'' from point P:
V3 = -k 2Q /3r
Total Electric Potential :
Vtotal = V1 + V2 + V3\
Vtotal = (k Q /r )+ (-k Q /2r) + ( -k 2Q /3r)
Vtotal = -kQ/6r
Question 5. Suppose we have 3 point charges fixed in place in a line as below:...
Charges of -q and +2q are fixed in place, with a distance of 2 m between them. A dashed line is drawn through the negative charge, perpendicular to the line between the charges. On the dashed line, at a distance L from the negative charge, there is at least one spot where the total potential is zero. Find L.
Charges of -q and +2q are fixed in place, with a distance of 1 m between them. A dashed line is drawn through the negative charge, perpendicular to the line between the charges. On the dashed line, at a distance L from the negative charge, there is at least one spot where the total potential is zero. Find L.
Three charges are fixed in place as shown below. Theq charge is equidistant from the +2q and-q charges. +2q +q -q Which of the vectors shown most closely represents the total force on the q charge?
P1. (60 pts) Three point charges are placed in the corners of a right triangle of side a - 2 m, which is rotated 90 deg, as shown in the figure below, where g is 1μC. In the point P, we place another charge qo of 1 μC. (a) (10 pts) Find the net electric field E vector (direction and magnitude) in P. (b) (10 pts) Find the electric force in P. (c) (10 pts) With V 0 at infinity,...
Chapter 19, Problem 22 GO Charges of -q and +2q are fixed in place, with a distance of 1 m between them. A dashed line is drawn through the negative charge, perpendicular to the line between the charges. On the dashed line, at a distance L from the negative charge, there is at least one spot where the total potential is zero. Find L.
Question 4 In the figure the three particles are fixed in place and have charges 12 field at point P due to the particles? +le and 93+2e. Distance a 6.30 um. What is the magnitude of the net electric Number Units
1-Three point charges, -Q, 2Q and -Q are placed in a straight
line as shown in the figure. The separation between charges is d =
30cm. If Q = 101nC, what is the magnitude of the electric field
produced by these three charges at a distance y = 36cm above the
central axis?
///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
2-A type of electrical quadrupole is formed by four loads of
magnitude q = 49nC placed at the vertices of a square on side 2a,
with...
We study the three point charges shown in the figure. They are held at the corners of an equilateral triangle with ℓ = 0.7 m. What is the electric potential energy (in J) of the system of three point charges? Use for the three charges q1 = +2Q, q2 = −3Q, and q3 = +Q, where Q = 104 nC. Hint: The solution is done in steps. Assume that you first bring one of the point charges from a very...
We study the three point charges shown in the figure. They are
held at the corners of an equilateral triangle with ℓ = 0.8 m. What
is the electric potential energy (in J) of the system of three
point charges? Use for the three charges q1 = +2Q, q2 = −3Q, and q3
= +Q, where Q = 107 nC.
13 41
Refer to the following diagram for each question. Point charges qs & q2 are in a hollow uniformly charged sphere that has the charge Qs. qu& q are a distance r apart. The outer and inner surface are concentric and q2 is at the center. Thickness negligible. Q3 qi 92 [In all questions, if a variable isn't needed, you may omit it. 1. What is the electric potential, at the point where qi is located, due to Qa and q2?...