4.) What is the net electric flux through the closed surface in each case shown below? Assume that 5 lines leave a charge of +q or terminate on a charge of -q. (Assume that all the surfaces are three dimensional.) Use the net number of field lines leaving the surface as a measure of flux. Explain in the spaces below how you arrived at your answers.
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- Three chargesbare arranged on a rectangle as shown below. What is the net electric field at P2? Calculate the magnitude and the directionPls, help me with the following. make sure your answer is correct, thank you (Figure 1) shows cross sections of five closed surfaces S1�1, S2�2, and so on. Assume that q1�1 = 4.0 μC�C , q2�2 = 8.2 μC�C , q3�3 = 1.5 μC�C , q4�4 = 8.4 μC�C , q5�5 = -7.2 μC�C , and q6�6 = -9.7 μC�C . Part B. Find the net electric flux passing through the surface S2�2. Express your answer in newton meters squared per coulomb. Part E. Find the net electric flux passing through the surface S5�5. Express your answer in newton meters squared per coulomb.1) Using the images attached, please find the electric flux through each of the six cube faces S1,S2,S3,S4,S5,S6 and the total electric charge inside the cube.
- There are three charges enclosed in a surface. Find the total flux enclosed by the surface if q1 = 6 C, q2 = 5 C, and q3 = 3 C. According to the learning material's answer key: 1.58 x 1012 Nm2/C Please show a clear and detailed solution for this problem, following the given - required - formula - solution format so that it will be easier to understand. Thank you so much.Directions: Solve the following problems. Show your complete solutions. Round off your answers into 3 significant figures. 2. An infinitely long line of particles carries a charge of 0.600 nC along a wire whose length is 1.30 m. What is the electric field 0.250 m from the line of charge? 3.A uniformly charged conducting sphere of 1.5-m diameter has a surface charge density of 7.6 x 10-6 C/m^2. a. What is the net electric field? b. What is the net electric flux?Three charges are positioned at the cornets of a parallelogram as shown below. (a) If Q=8.0C what is the electric field at the unoccupied comer? (b) What is the force on a 5.0C charge placed at this corner?
- A point charge of -15 nC (~15 x 102 C) is located at <4, 3, -2>m. (a) What is the (vector) electric field contributed by this charge at location <6, 2, 3> m? You need to show all your work carefully in order to get credit.Activity 1 – Application of Electric Flux and Gauss’s Law Solve the following word problems. Show complete solutions to your answers. 5. What must be the charge of an isolated spherical conductor 30.0 cm in diameter to produce an electric field of 150 N/C just outside the surface?Given the diagram where q1 is the positive and q2 is the negative charge, while q0 is (0,d), answer the following: a.) What is the net electric field at q0? b.) What would be the electric force acting on charge q0?
- Solve the problem and draw and label a vector diagram in the given problem. Part 1. Two charges A (+30 µC) and B (–40 µC) are 60 cm apart. What is the net field strength at a point midway between them? Part 2. What is the net electric field intensity at a point 20 cm to the left of charge A in No.1? Assume that the point and the charges are collinear.The angle between the two short sides is 90°. The two short sides of the triangle have length a. Investigate the net force on the charge (q) in the lower right corner due to the other two charges (q, -q). As needed, assume a right-handed coordinate system shown below: (A) What is the magnitude of the net force on the charge in the lower right corner due to the other charges? Use symbols for the answer. (B) Make a sketch of the net force vector on the x-y axes below with the tail of the arrow at the origin. Label the angle with the x-axis. What quadrant does the vector lie in? Your picture should indicate the correct quadrant.Part A: What is the strength of the electric field at the position indicated by the dot in (Figure 1)? Part B: What is the direction of the electric field at that position? Specify the direction as an angle above the horizontal line.