9) instantly t= 0, x= 0 a rectangular frame at the center of the origin starts moving at speed v = Voe'y + Voe z Since a magnetic induction varying in the shape of B"= Bo[sin y sin(vot) + sin z sin(v0t)]e'x is stimulated in the environment a) Find the induced voltage between the A-B ends of the frame. B) How much would the induced voltage be if the frame was standing. b
9) instantly t= 0, x= 0 a rectangular frame at the center of the origin starts moving at speed v = Voe'y + Voe z Since a magnetic induction varying in the shape of B"= Bo[sin y sin(vot) + sin z sin(v0t)]e'x is stimulated in the environment a) Find the induced voltage between the A-B ends of the frame. B) How much would the induced voltage be if the frame was standing. b
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![9) instantly t= 0, x= 0 a rectangular frame at the center of the origin starts moving at speed v =
Voe'y + Voe z Since a magnetic induction varying in the shape of B"= Bo[sin y sin(vot) + sin
z sin(v0t)]e'x is stimulated in the environment
a) Find the induced voltage between the A-B ends of the frame.
B) How much would the induced voltage be if the frame was standing.
b](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F021a49ae-259f-4da5-b808-0618978ff828%2F54e42d50-bdbc-40d1-8cc8-eb3ed2c7e632%2F7x75bbp.png&w=3840&q=75)
Transcribed Image Text:9) instantly t= 0, x= 0 a rectangular frame at the center of the origin starts moving at speed v =
Voe'y + Voe z Since a magnetic induction varying in the shape of B"= Bo[sin y sin(vot) + sin
z sin(v0t)]e'x is stimulated in the environment
a) Find the induced voltage between the A-B ends of the frame.
B) How much would the induced voltage be if the frame was standing.
b
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