Three point charges, Q1 15.4 uC, Q2 = -34.6 µC, andQ3 = 87.3 µC, are arranged as shown in the figure. The2, +lengths y and x both equal 70.1 cm. Calculate the electricpotential V at point A.V =VQ2+ 2,%3D

Answered: Image /qna-images/answer/f64a625d-0ffd-45db-8bf0-749119d54eb7.jpg

Three point charges, Q1 15.4 µC, Q2 = -34.6 µC, and = 87.3 µC, are arranged as shown in the figure. The %3D O3 lengths y and x both equal 70.1 cm. Calculate the electric 2, + potential V at point A. V = V + 2,

Three point charges, Q1 15.4 µC, Q2 = -34.6 µC, and = 87.3 µC, are arranged as shown in the figure. The %3D O3 lengths y and x both equal 70.1 cm. Calculate the electric 2, + potential V at point A. V = V + 2,

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Two very large concentric spherical shells of radii a=153m and b=389 m carry uniform charges Q and -Q as shown in the figure below. If the electric field between the shells is E = k- r2 where Q=7µC, determine the potential difference between the shells; V(a)-V(b)=? Express your answer in units of Volts using zero decimal places. Please do not forget a minus sign if your answer is negative. Take the value of Coulomb constant as k=9x10° N.m2/c2. Hint: here the unit vector r is radially outward.
92 b a) zero? μc 9₁ b) -350000 V? μC a C 93 Three point charges q₁ = 8 μC, 92 b = 2.8 cm and c = 2.9 cm. For what value of q3 will the potential at the origin be: 4 cm, == -3 μC and q3 are located as shown in the figure above, where a =
In three corners of a square with d=4 cm side length, there are point charges (in red) Q1=-28 pC, Q2 =-117 pC and Q3 =-57 pC. Calculate the difference between the potentials in the middle (V2) and in the fourth corner (V1) . (V2-V1) Write your answer in V with 2 decimals.
In the region shown in the image, there is a uniform electric field of magnitude 17.3 N/C which points in the positive ?‑direction. Points 2, 3, and 4 are all 0.749 m away from point 1, and the angle ?=46.4°. Calculate the following potential differences ??−??, where ? and ? indicate the numbered points. ?2−?1= ____ V ?3−?1= ____ V ?4−?1= ____ V ?2−?4= ____ V
d Q3 Q2 M Q1 n three corners of a square with d=8 cm side length, there are point charges (in red) Q₁=16 pC, Q₂ =-38 pC and Q3 =118 pC. Calculate the difference between the potentials in the middle (V₂) and in the fourth corner (V₁). (V₂-V₁) Write your answer in V with 2 decimals.
Two concentric spherical conductive shells of radii 5 cm and 10 cm are charged with 6 µC and 1 µC, respectively. What is the electric potential at r=0, r=7.5cm, and r=15cm? V1= Enter a number. ix V, V2= V, V2= V.
Two point charges, A & B (qR = 123 µC), are separated by 86 cm. The distance between A & P is 20 cm. The potential at point P (see below) is zero. Determine qa. A 9A = 20 сm 86 cm WebAssign Plot
For a spherical surface with radius 0.16 m and is charged by 39 nC, the electric Potential V at r= 0.36 m is (in V) Select one: Oa. 0 Ob. 13711 Oc. 2194 Od. 2708 Oe. 975
A particle with charge q=16 uC is located at the origin of the coordiante system shown in the figure. Point A is located at (3,4) m. b. Calculate the value of the electric potential at point A, in volts. d. Calculate the value of EA in newtons per coulomb.
An infinite plane of charge with σ=63.6 pC/m2 is shown in the figure. If the sheet is rotated such that α= 45 degrees, find the potential difference VB-VA in volts. Point B is vertically above point A by 3.9 m. Round your answer to 2 decimal places.
A uniform electric field of magnitude 345 V/m is directed in the negative y direction as shown in the figure below. The coordinates of point are (-0.800,-0.450) m, and those of point Ⓡare (0.550, 0.550) m. Calculate the electric potential difference VB - VA using the dashed-line path. + A E
A spherical conductor has a radius of 8 mm and a charge of 20uC. Calculate the electric potential at r= 6mm. 22.5MV () -22.5MV )30 MV 0-30 MV O O OO