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On electric field and potential

Asked by 2nd March 2008, 5:23 PM
Answered by Expert
Answer:

let q1=+ 5 coul  and q2 =  -10coul

let the resultant field be 0 at some point X from q1.

Remember the electric field is a vector, so while adding it you need to treat the field due to the two charges as vectors taking the direction also into consideration.

Field at any point between the charges will be in the same direction so they cannot add up to zero.

Take a point beyond the two charges, on the line joining the charges. Here the fields due to the charges are in opposite directions. Then total field due to the two charges is zero.

When you are drawing the diagram you have taken the signs of the charges into consideration. Now while solving the question you don't need to use signs of the charges.

 

9X109    5/X2   + 9X109    (  10)/ ( 30 + X) = 0

please simpify( solve the equation) this

the value of X is the Point where Electric field is zero

Please follow the same procedure for Potential also potential v= 9X10q/r

Remember that electric potential is a scalar quantity. So simply add their values and put it equal to zero. You need to consider the sign of the charges while finding the electric potential.

r=x for 5 coul charge and r is 30-x for -10 coul charge.

 

 

Answered by Expert 8th May 2008, 5:54 PM
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