6. Four point-like charges are placed as shown energy of the entire system of charges. Let 91 J in the figure, a = 20.0 cm and b = 56.0 cm. Find the electric potential -3.20 µC, 92= +3.80 μC, q3 = -3.70 μC, and 94 = +7.90 µC.
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Given:
four charges as
, , and
sides of rectangle are and
Note:
Find:
Electric potential energy of the system.
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- Q.2: Point charges are located at the corners of a square of side d as shown in the figure. Given: qi=+0.4µC, q2= -0.3µC, q3 = +0.2µC, q4 =+0.1µC and d3D0.5m. a. Find the electric potential at the mid-point of arm (point P). b. Calculate the electric potential energy to set up this charge distribution. Colaulate re poter otend T mobiM q2 d. 94 ups oto hoonln ons (Ou0.p bro On Oop ib holesqeThree point charges, q₁ = +52 μC, q2 = -52 μC, and 93 = 45 μC, are fixed in place at the corners of a rectangle that is 2.5-cm tall and 5-cm wide as shown in the figure. 1. Electric Potential Energy Calculate the electric potential energy of the system of charges. UE = Submit 2. Electric Potential J Calculate the electric potential at point P. Vp = MV 2.5 cm Р 5.0 cm1. Two electric charges are separated by 1.5 m (q1=-3.70µC and q2=+5.10µC). Find the electric potential midway between a. 9.11?104? b. 8.11 ?104? c. 7.11?104? d. 6.11?104?
- Find the electric potential at the upper right corner of the rectangleThere are two thin, hollow concentric spherical shells. The inner shell is charged with 8.0 nC and has a radius of 1.1 cm, while the outer shell is charged with -4.9 nC and has a radius of 8.5 cm. What is the electric potential due to the spheres at a radius of 4.5 cm? Give your answer in units of kV, with a reference point for the potential very far away from the shells. Each shell is uniformly charged.What is the electric potential 14.0 cm from a 2.50 μC point charge? V=
- There is a non contuctive thin spherical shell with radius r=20 cm. It Carries a uniformly distributed + charge of q=1.5nC. The electric potential at point P, located at distance D=30cm from the sphere surface is equal to what? (The following have units V) a. 27 b. 45 c.54 d. 67 e. 1504. Two point-like charges are placed as shown in the figure, d and r₁ figure? Let q1 = 56.0 cm 32.0 cm. What is the electric potential at point (p) shown in the -25.0 µC, 92: = +34.0 μC. V = р + r₁ FOX d 92A point charge of -8.2 μC is at the origin.What is the electric potential at (3.0 m, - 3.0 m)?
- 8. Figure below shows a ring of outer radius R = 13.0 cm and inner radius l'inner = 0.200R. It has uniform surface charge density 0 = 6.20 pC/m². With V = 0 at infinity, find the electric potential at point P on the central axis of the ring, at distance z = 2.00R from the center of the ring. 6 dQ K √ ₁7 - Pl What is your dQ? What is your infinitesimal area element? (a) Start with the formula for the potential: V = k What are your vectors r and r'? What is the distance to point P? What is dV? Potential due to a small ring of charge on the disk? (b) Write out the integral that you need to compute to get V. What are the bounds? (c) Once you get an expression for V, solve numerically. (d) Check to see if the units of your expression makes sense for V.Calculate the electric potential at the point 'A' due to the charges q1 = -10 µC and q2 = 16 µC. The distance d = 39 cm. Write your answer in terms of kilovolts. d d 60.0° B dCan somebody help please