The loop configuration in the figure below consists of two semicircles of inner radius rin=4.6 cm and outer radius rout=2 rin carrying a current 12=10.2 A. Calculate the magnetic field at point P (at the center of the semicircles). Express your answer in terms of Ho; using into the page as (-) direction and out of the page as (+) direction; hence enter a (-) sign for negative answers. Round your results to one decimal place. 12 rout rin.
The loop configuration in the figure below consists of two semicircles of inner radius rin=4.6 cm and outer radius rout=2 rin carrying a current 12=10.2 A. Calculate the magnetic field at point P (at the center of the semicircles). Express your answer in terms of Ho; using into the page as (-) direction and out of the page as (+) direction; hence enter a (-) sign for negative answers. Round your results to one decimal place. 12 rout rin.
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![The loop configuration in the figure below consists of two semicircles of inner radius rin=4.6 cm and outer radius rout=2 rin carrying a current I2=10.2 A. Calculate the
magnetic field at point P (at the center of the semicircles). Express your answer in terms of Ho; using into the page as (-) direction and out of the page as (+) direction; hence
enter a (-) sign for negative answers. Round your results to one decimal place.
I2
rout
rin](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F454f623e-bc71-452a-9e8b-8bfec2e5c88d%2F461fd8e9-d342-410f-b97b-bcf07fbf6a27%2Fqvp00i_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The loop configuration in the figure below consists of two semicircles of inner radius rin=4.6 cm and outer radius rout=2 rin carrying a current I2=10.2 A. Calculate the
magnetic field at point P (at the center of the semicircles). Express your answer in terms of Ho; using into the page as (-) direction and out of the page as (+) direction; hence
enter a (-) sign for negative answers. Round your results to one decimal place.
I2
rout
rin
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