J, A thin, hollow metal sphere with a radu s of 11.0 cm carries a net...
3. A thin, hollow metal sphere with a radius of 11.0 cm carries a net charge of-35.0 HC. Location P is enved 8.0 cm to the right of the swrface of the sphere. Location P2 is located inside the sphere, exactly halfway b the sphere's center and surface a. (I pt.) On the diagram below, neatly draw between 12 and 16 electric field lines. Indicate direction o field lines with arrow heads b. ( pt.) With a different color pen/pencil...
Need help with a and b 3. A thin, hollow metal sphere with a radius of 11.0 cm carries a net charge of -85.0 uC. Location P is located 18.0 cm to the right of the surface of the sphere. Location P2 is located inside the sphere, exactly halfway betweern the sphere's center and surface. a. (1 pt.) On the diagram below, neatly draw between 12 and 16 electric field lines. Indicate direction on ALIL field lines with arrowheads. b....
For multiple-choice questions, circle the letter of the one best answer (unless more than one answer is asked for) Show your work on free-response questions. Be sure to use proper units and significant figures in your final answers. Organization and neatness count, too. Do NOT use red ink please reserve that color for grading. 3. A thin, hollow metal sphere with a radius of 11.0 cm carries a net charge of-85ЮнС. Location Pi is located 18.0 cm to the right...
A metal sphere of radius 10 cm carries a charge of +2.0 µC. What is the magnitude of the electric field 5.0 cm outside the sphere's surface?
distance C.Calculate the electric field in A solid metal sphere or radiis 4.0m carries a total charge of 5,0 from the sphere's center of (a) 3.0m (Stand 6.0m (pt), How would the answers differ in (a) and (h) ir the sphere were a thin shell (opt) 2. A uniform electric field of magnitude 400 N/C passes through a circle of radius 10 cm. Calculate the electrolux through the circle when its face is (a) perpendicular to the field lines (5prs),...
2. a. Optional (no points): On the diagram of two equal and opposite charges below, neatly draw electric field lines (roughly 8 to 16 lines per charge). Indicate direction on ALL field lines with arrowheads. b. Optional (no points): With a different color pen/pencil or with dashed lines, draw roughly 6 to 12 equipotential lines, spanning from very near the charges to near the edge of the page. Show the electric field lines and equipotentials for the entire area between...
A metal sphere with radius ra = 1.30 cm is supported on an insulating stand at the center of a hollow, metal, spherical shell with radius rb = 9.10 cm . Charge +q is put on the inner sphere and charge −q on the outer spherical shell. The magnitude of q is chosen to make the potential difference between the spheres 440 V , with the inner sphere at higher potential. A - Calculate q. q-....................................C B - Are the...
Consider a hollow metal sphere of inner radius r=16.5 cm and outer radius R-20.5 cm. The sphere is not charged, but there is a point charge of q-253 nC at the centre of the sphere (a) Calculate the charge density on the sphere's outer surface (b) Calculate the electric field strength at the sphere's outer surface. PAPER SOLUTION Solve the problem on paper first, including all four IDEA steps. You will become a better physicist that way! Have you finished...
For multiple-choice questions, circle the letter of the one best answer (unless more than one answer is asked for) Show your work on free-response questions. Be sure to use proper units and significant figures in your final answers. Organization and neatness count, too. Do NOT use red ink please reserve that color for grading. 2. a. Optional (no points): On the diagram of two equal and opposite charges below, neatly draw electric field lines (roughly 8 to 16 lines per...
A hollow, metallic sphere with a 25.0 cm radius carries a net charge of 20.0 μ . Assuming electrostatic conditions, find the electric field value at the following distances from the sphere's center: b) 50.0 cm (outside the sphere, twice the distance from its center) c) 10.0 cm (inside the sphere)