A coaxial resistor of a length L22 am-long consists of two concentric cylinders. The inner cylinder has radius a=1.8 cm and is made of air with conductivity a-0 S/m, and the outer cylinder extending between a-1.8 cm and b-64 cm is made of carbon with conductivity oz 3x10* S/m. If the two ends of the resistor are capped with ideal conducting plates (PEC), find the resistance of this hollow cylinder in ma between its two end. РЕС РЕС O a 0.619 O b. 0.488 O c. 1.031 O d. 1.160 O e. 0.825

Physics for Scientists and Engineers, Technology Update (No access codes included)
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Chapter27: Current And Resistance
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Problem 27.11OQ: Two conducting wires A and B of the same length and radius are connected across the same potential...
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A coaxial resistor of a length L=22 cm-long consists of two concentric cylinders. The inner cylinder has radius a=1.8 cm and is made of
air with conductivity o =0 S/m, and the outer cylinder extending between a=1.8 cm and b-64 cm is made of carbon with
conductivity o2=3x10 S/m. If the two ends of the resistor are capped with ideal conducting plates (PEC), find the resistance of this
hollow cylinder in ma between its two end.
РЕС
РЕС
O2
O a. 0.619
O b.0.488
O. 1.031
O d. 1.160
o 0 00
Transcribed Image Text:A coaxial resistor of a length L=22 cm-long consists of two concentric cylinders. The inner cylinder has radius a=1.8 cm and is made of air with conductivity o =0 S/m, and the outer cylinder extending between a=1.8 cm and b-64 cm is made of carbon with conductivity o2=3x10 S/m. If the two ends of the resistor are capped with ideal conducting plates (PEC), find the resistance of this hollow cylinder in ma between its two end. РЕС РЕС O2 O a. 0.619 O b.0.488 O. 1.031 O d. 1.160 o 0 00
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