1.0 nC y 1.0 cm 1.0 cm 60° 60° 2.0 nC 2.0 nC 1.0 cm What is the direction of the force on the 1.0 nC charge in the Figure? Specify the direction as a positive angle measured from the +x axis to the nearest 0.1 deg.
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- Question 1. Three charges are arranged as shown in Figure 1. Find the magnitude and direction of the electrostatic force on the charge at the origin. 5.00 nC 0.300 m 6.00 nC 0.100 m -3.00 nC Figure 1:Help with this question pleaseThree charges are located at different positions on a 2-dimensional grid. There is a +5 uC charge at the origin, a +2uC charge on the x axis at x=2m, and a -4uC charge on the y axis at the point y=3m. Find the forces on each of the three charges.
- Three charges are placed on a horizontal line. Charges q1 = +7 nC and q2 = -3 nC are fixed in place, with q2 2.0 m to the right of q1. Charge q3=+5 nC is in equilibrium but free to slide on the line (but not off of it.) a. Find the distance between q3 and q1 and whether q3 is to the right or left of q1. b. If q3 can move along the line away from its initial location, is the equilibrium stable or unstable? How did you decide? c. If q3 were were on a vertical line instead, so it could move up and down but not horizontally, would the equilibrium be stable or unstable for that motion? How did you decide? mFour charges are at four corners of a square of side d. A positive fifth charge is at the center of the square as shown in the figure below. Which of the arrows represent the direction of the net force acting on the charge at the center of the square? +2Q d. +2Q C +Q -Q +2Q B.B Q3 d₁ d₂ d3 d4 Three point charges Q₁ = -2.64 nC, Q2 = 3.24 nC and Q3 = 3.45 nC are shown in the figure. The distance in the figure are: d₁ = 1.10 cm, d₂ = 1.47 cm, d3 = 1.54 cm and d4 = 1.32 cm. The figure is not to scale. Use k=8.99 × 10⁹ Nm²/C². (a) If a proton is released from rest at point *B, how fast is it moving when it is very far away from the three charges? VC = (b) How fast would the proton need to be moving very far away from the three charges to reach *B with a speed of 9.78 x 105 m/s? VD= (c) If an electron is released from rest very far away from the three charges shown, how fast would it be moving at *B? VE = (d) How fast must an electron be moving at *B to come to rest very far away from the three charges? UF =