A set of point charges is held in place at the vertices of an equilateral triangle of side 13.0 cm , as shown in the figure (Figure 1) .
Part A: Find the maximum amount of total kinetic energy that will be produced when the charges are released from rest in the frictionless void of outer space.
K= 1.80x10^-6 J
Part B. If the charges at the vertices of the right triangle in the figure are released, how much total kinetic energy will they gain?(Figure 2) .
I CANT FIGURE OUT PART B!!!!
Figure 1

figure2

Gain in KInetic energy is dKE = change in potential energy
dKE = -(k*q1*q2/r12)-(k*q2*q3/r23)-(k*q1*q3/r13)
dKE =
-(9*10^9*4*2*10^-12/0.1)-(9*10^9*4*3*10^-12/sqrt(0.1^2+0.15^2))-(9*10^9*3*2*10^-12/0.15)
=-1.67 J
So the final answer is gain in KE = 1.679 J
A set of point charges is held in place at the vertices of an equilateral triangle...
Three identical point charges,
Q = +5 C are placed at the vertices of an equilateral triangle as
shown in the figure. The length of each side of the triangle is d =
1.5 cm
I think the answer is 3.46E7 upwards but I'm not sure
SECTION B Do all the Problems) 1) Three identical point charges, Q +5HC are placed at the vertices of an equilateral triangle as shown in the figure. The length of each side of the...
Three point charges lie at the vertices of an equilateral
triangle as shown. Charges #2 and #3 make up an electric dipole.
The net electric torque that charge #1 exerts on the dipole is:
Three point charges lie at the vertices of an equilateral
triangle as shown. Charges #2 and #3 make up an electric dipole.
The net electric force that charge #1 exerts on the dipole is
in
The answer for first one is A and the second one...
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Three charges, q1=+q, q2=-q, and q3=+q, are at the
vertices of an equilateral triangle, as shown in the figure.
***Part A***
Rank the three charges in order of decreasing magnitude of the
electric force they experience. Rank charges from largest to
smallest magnitude of the electric force they experience. To rank
items as equivalent, overlap them.
***Part B***
Give the direction angle, theta, or the net force experienced by
charge 1. Note that theta is measured counterclockwise from the
positive...
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