Shown in the figure below is a partial shell of charge. The shell carries a charge density a and has a radius of a. The shell extends in theta from 0-0 to 8-8g and is complete in the direction. The shell is centered on the origin and you are to find the electric field there. dE Which is the natural coordinate system to use for this integral? O Spherical O Cartesian O Cylindrical How many dimensions should you integrate over? 01 0 3

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How many dimensions should you integrate over?
01
0 3
02
Determine the area element, dA=
Determine the charge element, dQ=
Determine the distance, s
Determine the so-called, cos(a)=
Determine the integrand,
Determine the lower bound of the integral:
Determine the upper bound of the integral:
Determine the lower bound of the integral:
Determine the upper bound of the p integral:
Determine the final result of the integration:
NOTE:
Please use k in your answers,
. Please do not use fo
BIO 315 piazza
Kaplan OAT
Transcribed Image Text:How many dimensions should you integrate over? 01 0 3 02 Determine the area element, dA= Determine the charge element, dQ= Determine the distance, s Determine the so-called, cos(a)= Determine the integrand, Determine the lower bound of the integral: Determine the upper bound of the integral: Determine the lower bound of the integral: Determine the upper bound of the p integral: Determine the final result of the integration: NOTE: Please use k in your answers, . Please do not use fo BIO 315 piazza Kaplan OAT
Shown in the figure below is a partial shell of charge. The shell carries a charge density a and has a radius of a. The shell extends in theta from 0-0 to 0-8g and is complete in the direction. The shell
is centered on the origin and you are to find the electric field there.
dE
Which is the natural coordinate system to use for this integral?
O Spherical
O Cartesian
O Cylindrical
How many dimensions should you integrate over?
03
Transcribed Image Text:Shown in the figure below is a partial shell of charge. The shell carries a charge density a and has a radius of a. The shell extends in theta from 0-0 to 0-8g and is complete in the direction. The shell is centered on the origin and you are to find the electric field there. dE Which is the natural coordinate system to use for this integral? O Spherical O Cartesian O Cylindrical How many dimensions should you integrate over? 03
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