How do I find the electric field of a charged strip of tape?

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SUMMARY

The discussion focuses on calculating the electric field generated by a uniformly charged strip of tape measuring 1 cm by 20 cm with a net charge of -45 nC. To find the electric field 3.5 cm above the centerline at the right edge of the tape, participants suggest using the electric field of a line of charge and integrating over the tape's length. The electric field is a vector quantity, requiring consideration of its vertical, length-wise, and width-wise components. The solution involves writing the electric field equation for a point charge along the strip and performing the necessary integration.

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Homework Statement

A strip of magic tape 1 cm by 20 cm is charged uniformly with a net charge of -45 nC. The tape is stuck onto a table. Find the electric field 3.5 cm above the centerline of the tape, at the right hand edge. You may need to write a computer program to evaluate the field.

Homework Equations


The Attempt at a Solution



Basically, I think i can find the magnitude of the electric force by finding the electric field of a line of charge and integrating over the length of the tape, but I don't know how to split this up into components.

Any help would be appreciated...
 
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Not sure what components you have in mind. Electric field is a vector, so it has three components. In this case, those might be the vertical component, the length-wise component. and the width-wise component. You just need to write the equation of the electric field at a the right-most point at the center-line caused by a point charge somewhere in the strip, the integrate.
 

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