2: Positive point charges of equal magnitude Q = 10-8C are distributed at the points (0,a) and (0,-a) in the x-y plane with a 1 cm, find the total charge of these two charges exert on a negative charge -Q located on the x-axis at (x,0). Evaluate this force for (x=0) and (x-a). 9 A 1 1 r=(x²+x²) 1/² F 141 1LT D B I B XC

2: Positive point charges of equal magnitude Q = 10-8C are distributed at the points (0,a) and (0,-a) in the x-y plane with a 1 cm, find the total charge of these two charges exert on a negative charge -Q located on the x-axis at (x,0). Evaluate this force for (x=0) and (x-a). 9 A 1 1 r=(x²+x²) 1/² F 141 1LT D B I B XC

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 charges lie on positive x-áxis. Charge A (2.0 x 10° C) is 2.0 cm from the origin and Charge B is 4.0 cm from the origin. (-3.0 x 10" C). What is the total force exerted by these two charges on Charge C (5.0 x 10 C) located at the origin? ir
Three charges on a ring Three particles of equal mass m are placed on a ring of radius R. Two of the particles have charge q and the third has a charge Q. (a) Find the equilibrium configuration of the charges for general q and Q. Be sure to consider both qQ> 0 and qQ <0. (You will find an equation that relates the angles between the particles and their charges. This equation can't be solved in general, however comment on special cases and check various limits.) (b) Solve the equation from part (a) for q = Q. For this case, consider small pertur- bations of the charges around their equilibrium positions. Find the frequencies and eigenmodes. Ignore friction.
I need the answer as soon as possible
Hughgffmhul
Two point particles with charges +3μC+3μC and +5μC+5μC are held in place by 3-N forces on each charge in appropriate directions. (a) Draw a free-body diagram for each particle. (b) Find the distance between the charges.
Two positive point charges of magnitude Q each are separated by a distance "2a". A test charge 'q,' is located in a plane which is normal to the line joining these charges and midway between them. The locus of the points in this plane for which the force on the test charge has a maximum value is (a) a circle of radius r = a/ 2 (c) a straight line (b) a circle of radius r = a (d) an ellipse
three point charge are arranged on a line charge q3=+5.00nc and is at the origin charge q2=-2.00nc and is at x=+3.50cm charge q1 is at x=2.00cm.what is q1(magnitude and sign)if the net force on q3 is zero.
Two point charges are fixed on the y axis: a negative point charge q1 = -31 uC at y1=+0.19 m and a positive point charge q2 at y2=+0.35m. A third point charge q=+8.5 uC is fixed at the origin. The net electrostatic force exerted on the charge q by the other two charges has a magnitude of 27 N and points in the +y direction. Determine the magnitude of q2.
A system consists of two positive point charges, q1 and q2 7 q1.The total charge of the system is +62.0 mC, and each charge experiences an electrostatic force of magnitude 85.0 N when the separation between them is 0.270 m. Find q1 and q2.
A charge Q is located at x = 0 and a charge 4Q is at x = 12.0 cm. The force on a charge of -7 µC is zero if that charge is placed at x = 4.0 cm and is 619 N in the positive x direction if placed at x = 8.0 cm. Determine the charge Q in µC
Suppose you have 5 point charges q1 to q5 distributed along a semi-circle maintaining equal distance. The charge q6 is at the center of the circle. The radius of the semi-circle is R=16cm and the magnitude of the charges are as follows : q1=q5=19MC, q2=q4=14MC, q3=q6=-26MC [MC = Micro Coulomb] a) Find the vector that points from q1 to q6 and call it r⃗1,6 . ( Find x and y component of vector) b) Calculate the coulomb force on q6 due to q1 in unit vector notation and call it F⃗1,6. (Find x and y component of force) See the picture given for more info
CORRECTION: q = 1.13