A strip of invisible tape 0 12m long by 0 016m wide is charged uniformly with a total net charge of 7nC and is suspended horizontally, so it lies along the x axis, with its center at the origin, as shown in the figure below Calculate the approximate electric field at location m (location A) due to the strip of tape Do this by dividing the strip into three equal sections, as shown in the figure below, and approximating each section as a point charge (Assume each point charge is located at the center of the section it approximates Express your answer in vector form ) A strip of invisible tape 0 12m long by 0 016m wide is charged uniformly with a total net charge of 7nC ( nano 1109 ) and is suspended horizontally, so it lies along the x axis, with its center at the origin, as shown in the figure below Calculate the approximat electric field at location m (location A) due to the strip of tape Do this by dividing the strip into three equal sections, as shown in the figure below, and approximating each section as a point charge (Assume each point charge is located at the center of the section it approximates Express your answer in vector form )

Question

A strip of invisible tape 0 12m long by 0 016m wide is charged uniformly with a total net charge of 7nC and is suspended horizontally, so it lies along the x axis, with its center at the origin, as shown in the figure below  Calculate the approximate electric field at location m (location A) due to the strip of tape  Do this by dividing the strip into three equal sections, as shown in the figure below, and approximating each section as a point charge  (Assume each point charge is located at the center of the section it approximates  Express your answer in vector form ) A strip of invisible tape 0 12m long by 0 016m wide is charged uniformly with a total net charge of 7nC ( nano 1109 ) and is suspended horizontally, so it lies along the x axis, with its center at the origin, as shown in the figure below  Calculate the approximat electric field at location m (location A) due to the strip of tape  Do this by dividing the strip into three equal sections, as shown in the figure below, and approximating each section as a point charge  (Assume each point charge is located at the center of the section it approximates  Express your answer in vector form )

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A strip of invisible tape 0.12m long by 0.016m wide is charged uniformly with a total net charge of 7nC and is suspended horizontally, so

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