Problem 4: UP 7.52 modified Consider the two charges shown in the figure to the right. (a) Find the electric potential at the points P₁, P2, P3, and P4 as labelled in the figure. F +5 mC -4 cm- P₁ 3 cm 2 cm-3 cm P3 4 cm- -2 cm- P₂ -10 MC (b) Suppose a third charge, with q = -8 mC, is placed at point P3. Determine the electric potential energy of the system of all three charges.
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- Three corners of a square of side length 22cm contain charges. The upper left corner contains a +28nC charge. The lower left corner contains a -12nC charge. The lower right corner contains a -18nC charge. What is the electric potential at the vacant upper right corner of the square due to these three charges?In a certain region of space, the electric potential varies along an x-axis as shown in the figure below. The scale of the vertical axis is set by V, = 8000 V. Find the x-component of the electric field in the interval de. V i - m -5 b Save for Later V₂ 0 d g 5 x (m) Submit AnswerThe two charges in the figure below are separated by d = 1.50 cm. (Let q1 = -17 nC and q2 = 25.5 nC.) A d (60.0° B d (a) Find the electric potential at point A. kV (b) Find the electric potential at point B, which is halfway between the charges. kV
- Find the potential at points P₁, P2, P3, and P4 in the diagram due to the two given charges. PA 4 + +5 mC -4 cm Hint P₁ Figure Description a. Potential at P₁ = b. Potential at P₂ c. Potential at P3 = d. Potential at P₁ = = T 3 cm 2 cm- P31 -2 cm 3 cm 4 cm P2 V V V V 4 -10 MC (Yes, these numbers are quite large because even one millicoulomb is quite a large amount of charge. Use the "E" notation to enter your answers in scientific notation, if necessary, e.g. "3.14E12" for 3.14 × 10¹².)Consider two separate systems with four charges of the same magnitude q = 17 µC arranged in the vertexes of a square of length h = 20 cm, see the picture below. Calculate the electric potential at the center of the square (points A and C) and at the middle of the bottom side of the square (points B and D). y y q h q h A. B The potential at point A, VA = The potential at point B, VB = The potential at point C, Vc = = The potential at point D, VĎ : q q X Units V Units V Units V Units V Units J q Units J F h C c. Ꭰ How much work is required to move a -38 µC charge from point A to point B? The work required, Wä→ß = How much work is required to move a -38 µC charge from point C to point D? The work required, Wc→D = ✓✓. ✓✓. q -q O XI Review A 13.0 nC charge is at x = Ocm and a -1.4 nC charge is at = 3.0 cm Part A At what point or points on the a-axis is the electric potential zero? Express your answer in centimeters. If there is more than one answer, give each answer separated by a comma. Vα ΑΣφ ? x0 = cm Submit Request Answer
- Please solve for a, b, cItem 3 A uniform electric field of magnitude 5.9x105 N/C points in the positive direction. Part A Find the change in electric potential between the origin and the point (0, 6.0 m). Express your answer using one significant figure. ► View Available Hint(s) AV = Submit Part B AV = ΤΙ ΑΣΦΑ Find the change in electric potential between the origin and the point (6.0 m, 0). Express your answer using two significant figures. ► View Available Hint(s) Submit 15. ΑΣΦ V ? VWhat potential difference is needed to accelerate an electron from rest to a speed of 1.2x106 m/s? Express your answer to two significant figures and include the appropriate units. μÅ AV= Value Submit Request Answer Ć Units ?
- A uniform electric field of magnitude 280 V/m is directed in the negative y direction as shown in the figure below. The coordinates of point A are (-0.900, -0.200) m, and those of point ® are (0.500, 0.450) m. Calculate the electric potential difference Va - V, using the dashed-line path. AThree point charges q1 =-2.00 nC, q2 = +4.00 nC, and q3 = -3.00 nC are placed along the x axis as shown in the illustration. Each charge is separated by a distance d from the next charge. Point P is on the y axis a distance d from the origin. Take d = 0.200 m. What is the electrical potential at point P (relative to infinity) due to these charges? %3D %3D d 91 93 d. d. 92 None above -307kV 210 V 30.7 V 21 VThe electric potential V as a function of position x is shown in the graph in the figure below. At x = 5 cm, the electric field is [ Select ] . At x= 10 cm, the electric field is [Sect] [ Select ] directed in the negative x-direction and has a maximum magnitude. directed in the positive x-direction and has a maximum magnitude. zero. 10 V -10 V 0. 10 15 x(cm) Potential V (V)