Two identical point charges, each with charge +q, are fixed in space and separated by a distance "d". A third point charge -Q of mass "m" It can move freely and is initially at rest on the x-axis at a distance "x" +q
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- Two charges, q, = -10.0 µC and q, = 49.0 µC are located on the x-axis. Charge q, is at the origin, and q, is at x = 10.0 cm. Where must a positive charge q be placed (on the x-axis, in cm) so that the net force on q is zero? cmAs stated in the picA 1.0C charge and a 2.0C charge are separated by 100m. Where should a charge -(1.0x10^-3) C° be located on a line between the positive charges so that the net electrical force on the negative charge is zero?
- (2) Two charges of +3 µC and +12 µC are fixed 1 m apart in space far away from any other objects. Let the +3 μC charge to be to the left of the +12 µC charge. (a) Draw a sketch of the two charges. (b) Find the magnitude of the force in Newtons on the +3 µC charge due to the other charge. (c) Draw a free-body diagram of the force acting on the +12 µC charge. (d) What is the electric field due to the +12 µC charge at the point in space where the +3 µC charge is located.An electric dipole consists of a particle with a charge of +5.4x106 C at the origin and a particle with a charge of -5.4 x 10-6 Con the x axis at x = 9.7x 10 m. Its dipole moment is: O 5.24e-8 O 5.24e-5 5.24e-7 0.00a) A charge 4Q is located at x = −2l on the x-axis, and a charge Q is located at x = l on the x-axis. Q > 0. Near the origin, a positive test charge q with mass m undergoes small oscillations along the x-axis. What is the frequency ω of these oscillations? (Remember that if F = ma = −kx, then ω2 = k/m).
- Two identical point charges, with charge "+q", are fixed and separated by a distance "d". A third charge "-Q" of mass "m" can move freely and is at rest on the x-axis at the beginning in a distance of "X". How fast will the charge "-Q" move when it's at the middle of the charges "+q", if it's released from a distance x<A small metal sphere, carrying a net charge of q1=+2.80uc, is held in a stationary position by insulting supports. A second small metal sphere with a net charge of q2= -7.80uc and mass 1.50 g, is projected the word q1. When the two spheres are 0.800m apart, q2 is moving toward q1 with speed 22.0 m/s. Assume that the two spheres can be treated as point charges. You can ignore the force of gravity. (a) what is the speed of q2 when the spheres or 0.400 m apart? (b) how close does q2 get to q1?d -3q Q d d +9Q3 Q-3q d For the given figure only charge Q, mass of 3.0 g, can move which is initially at rest. Charges Q and Q are fixed. What is the kinetic energy of the charge Q, when it reaches the origin? (Take q = 400 uC and d= 2.3 mm) OA) 1.4 x 106 J Os 1.1 x 10+ J O c) 14 x 10s J 14 x 10 J 1.1 x 106 J