1. An electron enters a region of uniform magnetic field B = 0.05T (coming out of the page) with the speed 6.0 X 108 m/s, as shown below. Our goal is to calculate the ratio e/m (charge to mass ratio) using the concept of the centripetal force. We observe that radius of the electron's path is measured at r = 7.2 cm. (a) ( (b) (c) ( .) Draw the circular (a partial circle) path of the electron while in the region. ) Calculate e/m. (We do not need to know e or m individually! The adopted value for e/m is 1.76 X 1011 C/kg. Calculate the percent error.

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1. An electron enters a region of uniform magnetic field B = 0.05T (coming out of the page)
with the speed 6.0 X 108 m/s, as shown below. Our goal is to calculate the ratio e/m
(charge to mass ratio) using the concept of the centripetal force. We observe that radius
of the electron's path is measured at r = 7.2 cm.
(a) (
(b)
(c) (
.) Draw the circular (a partial circle) path of the electron while in the region.
) Calculate e/m. (We do not need to know e or m individually!
The adopted value for e/m is 1.76 X 1011 C/kg. Calculate the percent error.
Transcribed Image Text:1. An electron enters a region of uniform magnetic field B = 0.05T (coming out of the page) with the speed 6.0 X 108 m/s, as shown below. Our goal is to calculate the ratio e/m (charge to mass ratio) using the concept of the centripetal force. We observe that radius of the electron's path is measured at r = 7.2 cm. (a) ( (b) (c) ( .) Draw the circular (a partial circle) path of the electron while in the region. ) Calculate e/m. (We do not need to know e or m individually! The adopted value for e/m is 1.76 X 1011 C/kg. Calculate the percent error.
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