(II) A charge of 6.00 mC is placed at each corner of a square 0.100 m on a side. Determine the magnitude and direction of the force on each charge.
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A: solution of above problem is below:
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- i) A particle of mass 2.66×10-26 Kg travels at a speed of 5.0x106 m/s perpendicular to a field of flux density 1.20 T, which deflects it to move in a circular arc of radius 0.231-m. What positive charge is on the particle? (b) What is the ratio of this charge to the charge of an electron?A 3nC charge is situated at x=0 and another, of -9nC, at x=-4. Which of the charges experiences a greater force of attraction? O The charge at x=0 O The charge at x=-4 O Neither of the charges Cannot be determinedDipole consisting of two equal but opposite point charges separated by a distance "2L". The magnitude either dipole charge is , "qd". A vector quantity called the Electric Dipole Moment Vector ,p ,is defined to have a magnitude p = (qd)(d) (d= separation distance of the dipole charges) and a unit vector direction pointing from negative to positve charge Find the dipole moment vector “p”
- Two particles, each having a mass of 5 g and charge 10-7 C, stay in limiting equilibrium on a hor}- zontal table with a separation of 10 cm between them. Find the coefficient of friction between each particle and the table, which is same between each particle and table.(II) Two charges of the same magnitude and opposite signs (q1 = 4 nC = −q2) are separated by a distance 2d, where d = 1 cm. Determine the force resultant electric force acting on a charge q3 = 9 nC when it is at point A, B,C, and D. Answer only if you find at all the points(b) Calculate the magnitude of the electric field at Point A. If a charge of–3 nC is placed at this point, what is the force (magnitude and direction) acting on it? c.If a charge of –3 nC is placed at Point A, what is the force (magnitude and direction) acting on it?
- (b)Consider two charges of charge -3e-09 C nailed in place on the y-axis straddling the origin (one charge 0.006 m above the origin and one charge 0.006 m below the origin). A proton is at the origin and it is launched directly to the right (along the x-axis). i.What is the escape speed (in m/s) of the proton (middle charge)? (Again, assume the two outer charges are fixed in place) a)1.14e+06 b)4.28e+06 c)5.12e+05 d)1.97e+06 e)1.31e+06 f)2.77e+06 ii.If the proton (middle charge) is launch with half of the escape speed, how far away (in m) from its starting point will it stop and turn around? a)0.00794 b)0.00460 c)0.0112 d)0.0173 e)0.00529 f)0.00206 Please answer both parts kindly, i will highly appreciate it!(a) How strong is the attractive force between a glass rod with a 0.700 µC charge and a silk cloth with a –0.600 µC charge, which are 12.0 cm apart, using the approximation that they act like point charges? (b) Discuss how the answer to this problem might be affected if the charges are distributed over some area and do not act like point charges.(c) Calculate the electric field, E, at the origin for the three scenarios given. The magnitude 4760 of all charges is 3 C and the charges form squares with each side 1-m long. k = 8.99 x 10°Nm²/C². =
- Asap(13) Particles 1 and 2 have the same magnitude of charge but opposite in -q2 = 7.36 nC. However, mı > m2 sign: q1 14.9 µg such that particle 1 can be regarded as stationary in their electrical interaction. Suppose that they are initially separated by a distance of 1.71 cm. The magnitude of the escape velocity of particle 2 needed to escape from the pull of particle 1 to infinity is most nearly (A) 87.5 m/s. (B) 61.9 m/s. (C) 75.8 m/s. (D) 43.7 m/s. (E) 30.9 m/s.How much electric force (in N) exist between two electron separated by a distance of 5.0 x 10-15 m?