[10]23 The figure shows a cross section of a long solid cylindrical conductor whose radius is...
Question 23 & 24
36,4 A 4 [10123 The figure shows a cross section of a long solid cylindrical conductor whose radius is 25.3 mm. The conductor carries a uniform current of 36.4 A. Using Ampere's Law, determine the magnetic field at a distance of 7.04 mm from the center. Answer: Direction: (Magnitude) 9 [5124. Determine the net electric flux through the surface shown by the broken line at the right 4.-58, 4.-+65e - +50e, 4.-360, and q.44. Answer:
(12] 14. The figure shows a cross section of a 200 m long solid cylindrical conductor whose radius is 26.8 cm. It carries a uniform current of 500 A. Using Ampere's Law, determine the magnetic field at a distance of 9.00 cm from the center. Hint: You need to calculate the urrent density to help you solve the problem. If you show your work in an organized, and clear manner that I can see that you are working the problem...
121 14. The figure shows a cross section of a 200 m long solid cylindrical conductor whose radius is 26.8 cm. It carries a uniform current of 750 A. Using Ampere's Law, determine the magnetic field at a distance of 11.0 cm from the center. Hint: You need to calculate the current density to help you solve the problem. If you show your work in an organized, and clear manner that I can see that you are working the problem...
SOO A 21 14. The figure shows a cross section of a 200 m long solid cylindrical conductor whose us is 26.8 cm. It carries a uniform current of 500 A. Using Ampere's Law, determine the magnetic field at a distance of 9.00 cm from the center. Hint: You need to calculate the current density to help you solve the problem. If you show your work in an organized, and clear manner that I can see that you are working...
14 The r e shows a cross section of a 200 m long solid cylindrical conductor whose 26 cm. It carries a uniform current of 500 A. Using Ampere's Law, determine the cctic field at a distance of 9.00 cm from the center. Hint: You need to calculate the et density to help you solve the problem. If you show your work in an organized, nd clear manner that I can see that you are working the problem correctly and...
The figure shows a cross section across a long cylindrical
conductor of radius a = 2.32 cm carrying uniform current
83.6 A. What is the magnitude of the current's magnetic field at
radial distance (a) 0, (b) 1.39
cm, (c) 2.32 cm (wire's surface),
(d)4.62 cm?
Answer: Magnitude: Direction: 20 A [12] 15. The figure shows a cross section of a 25.0 m long solid cylindrical conductor whose radius is 35.4 cm. It carries a uniform current of 120 A. Using Ampere's Law, determine the magnetic field at a distance of 29.0 cm from the center. Hint: You need to calculate the current density to help you solve the problem. If you show your work in an organized, and clear manner that I can see that...
Answer: Magnitude: Direction: .....2120 A [12] 15. The figure shows a cross section of a 25.0 m long solid cylindrical conductor whose radius is 35.4 cm. It carries a uniform current of 120 A. Using Ampere's Law, determine the magnetic field at a distance of 29.0 cm from the center. Hint: You need to calculate the current density to help you solve the problem. If you show your work in an organized, and clear manner that I can see that...
please show neat work
[12] 14. The figure shows a cross section of a 200 m long solid cylindrical conductor whose radius is 26.8 cm. It carries a uniform current of 750 A. Using Ampere's Law, determine the magnetic field at a distance of 11.0 cm from the center. Hint: You need to calculate the current density to help you solve the problem. If you show your work in an organized, and clear manner that I can see that you...
help, write neate please
750 A 112] 14. The figure shows a cross section of a 200 m long solid cylindrical conduct radius is 26.8 cm. It carries a uniform current of 750 A. Using Am 200 m long solid cylindrical conductor whose Cartes a uniform current of 750 A llsing Ampere's Law. determine the magnetic field at a distance of 11.0 cm from the center. Hint: You need to calculat current density to help you solve the problem. If...