A charged particle of mass m = 57.2 g and charge q = +2.14 µC is attached to a massless string of length { = 25.5 cm and spun in circular motion with w = 7.85 rad/s. At the moment shown the charged particle is passing through an electric field of strength E = 3.91 × 105 N/C that is angled above the horizontal direction at an angle of ø = 18.3°. E m, q
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- A charged cork ball of mass 1.10 g is suspended on a light string in the presence of a uniform electric field as shown in the figure below. When E = (2.80 î + 5.20 ĵ) ✕ 105 N/C, the ball is in equilibrium at θ = 37.0°. Find the charge on the ball.Two charges are located in the x-y plane. If q1 = -2.90 nC and is located at (x 0.00 m, y = 1.080 m), and the second charge has magnitude of q2 4.60 nC and is located at (x 1.40 m, y 0.650 m), calculate the x and y components, Ex and E,, of the electric field, É, in component form at the origin, (0,0). The Coulomb force constant is 1/(4TE)) = 8.99 × 10° N · m2/C². Ex N/C Ey N/C ||Two charges are located in the xy plane: charge q₁ = -3.35 nC is located at (x = 0.00 m, y = 1.000 m); charge q2 = 3.40 nC is located at (x = 1.40 m, y = 0.450 m.) Calculate the x and y components, Ex and Ey, respectively, of the net electric field È at the origin. The value of the Coulomb force constant is 1/(4€) = 8.99 × 10⁹ Nm²/C². Ex = N/C Ey = = N/C
- A pendulum is formed by attaching a 15.3 nC point charge of mass 1.20 g to a string of length 34.0 cm. When left to hang in an electric field of strength 6.20×105 N/C, at what angle θ will it hang? Angle (units of either "deg" or "rad"):Three point particles, each with a mass m and a charge of +5.0 nC, are placed at the vertices of an equilateral trian- gle with side length l fixed in place, but the third experiences an acceleration of 8.0 cm. Two of the particles are 17.4 m/s? immediately after being released from rest. What is the mass m of each particle? (Suppose that the particles are located in outer space so that you can ignore the effects of gravity.)The figure below shows a charged particle, with a charge of q = +38.0 nC, that moves a distance of d = 0.185 m from point A to point B in the presence of a uniform electric field E of magnitude 245 N/C, pointing right. A positive point charge q is initially at point A, then moves a distance d to the right to point B. Electric field vector E points to the right. (a) What is the magnitude (in N) and direction of the electric force on the particle? magnitude Ndirection ---Select--- toward the right toward the left The magnitude is zero. (b) What is the work (in J) done on the particle by the electric force as it moves from A to B? J (c) What is the change of the electric potential energy (in J) as the particle moves from A to B? (The system consists of the particle and all its surroundings.) PEB − PEA = J (d) What is the potential difference (in V) between A and B? VB − VA = V
- I need help with this problem. I am really struggling figuring it out. Any help is greatly appreciated! Consider a region in which a uniform electric field of 25 N/C is directed to the east. A negative point charge is released from rest within this field. The charge on this particle is -3.7 nC and its mass is 6.1 x 10-10 kg. How far and in what direction will the object travel in 0.25 s?A charged cork ball of mass 2.50 g is suspended on a light string in the presence of a uniform electric field as shown in the figure below. When E = (2.00 î + 4.60 ĵ) ✕ 105 N/C, the ball is in equilibrium at ? = 37.0°. Find the charge on the ball. Find the tension in the string.A 28 x 10-6 C point charge is held at rest within a uniform Electric field of 810.2 N/C directed in the +x direction. If the charge is released from rest, what will its speed be after moving 0.73 m in the +x direction. Assume only the electric filed force acts and that the mass of the charge is 4.31 x 10-7 kg