359375 What is the electric potential at a distance of 9 \(cm\) from 3 \(nC\)

359376 Potential of a charge \({q_1}\) is \( + 10\,V\) at the point \(P\). When we bring another charge \({q_2}\), the potential at \(P\) becomes \(4V\). Then \({q_2}\) is:

359377 Assertion :
Electric potential is scalar and electric intensity is vector quantity.
Reason :
The value of electric intensity at the middle point of the line joining an electron and a proton is zero.

359378 Two electric charges \(12\mu C\) and \( - 6\mu C\) are palced 20 \(cm\) apart in air. There will be a point \(P\) on the line joining these charges and outside the region between them, at which the electric potential is zero. The distance of \(P\) from \( - 6\mu C\) charge is :

359375 What is the electric potential at a distance of 9 \(cm\) from 3 \(nC\)

359376 Potential of a charge \({q_1}\) is \( + 10\,V\) at the point \(P\). When we bring another charge \({q_2}\), the potential at \(P\) becomes \(4V\). Then \({q_2}\) is:

359377 Assertion :
Electric potential is scalar and electric intensity is vector quantity.
Reason :
The value of electric intensity at the middle point of the line joining an electron and a proton is zero.

359378 Two electric charges \(12\mu C\) and \( - 6\mu C\) are palced 20 \(cm\) apart in air. There will be a point \(P\) on the line joining these charges and outside the region between them, at which the electric potential is zero. The distance of \(P\) from \( - 6\mu C\) charge is :

359375 What is the electric potential at a distance of 9 \(cm\) from 3 \(nC\)

359376 Potential of a charge \({q_1}\) is \( + 10\,V\) at the point \(P\). When we bring another charge \({q_2}\), the potential at \(P\) becomes \(4V\). Then \({q_2}\) is:

359377 Assertion :
Electric potential is scalar and electric intensity is vector quantity.
Reason :
The value of electric intensity at the middle point of the line joining an electron and a proton is zero.

359378 Two electric charges \(12\mu C\) and \( - 6\mu C\) are palced 20 \(cm\) apart in air. There will be a point \(P\) on the line joining these charges and outside the region between them, at which the electric potential is zero. The distance of \(P\) from \( - 6\mu C\) charge is :

359375 What is the electric potential at a distance of 9 \(cm\) from 3 \(nC\)

359376 Potential of a charge \({q_1}\) is \( + 10\,V\) at the point \(P\). When we bring another charge \({q_2}\), the potential at \(P\) becomes \(4V\). Then \({q_2}\) is:

359377 Assertion :
Electric potential is scalar and electric intensity is vector quantity.
Reason :
The value of electric intensity at the middle point of the line joining an electron and a proton is zero.

359378 Two electric charges \(12\mu C\) and \( - 6\mu C\) are palced 20 \(cm\) apart in air. There will be a point \(P\) on the line joining these charges and outside the region between them, at which the electric potential is zero. The distance of \(P\) from \( - 6\mu C\) charge is :