Q. 31

Expert-verifiedFound in: Page 791

Book edition
4th

Author(s)
Randall D. Knight

Pages
1240 pages

ISBN
9780133942651

In *FIGURE EX28.31*, what is the value of the potential at points ?

The potential at points are

__Given__ :

__Theory used__ :

**Kirchhoff's loop rule** states that the sum of all the electric potential differences around a loop is zero. It is also sometimes called Kirchhoff's voltage law or Kirchhoff's second law.

The ground wire has no effect on the circuit's behavior, but it does provide a location on the circuit with zero potential, which is the same as the potential of the earth.

As a result, the potential zero is at point 'c'.

Assume we proceed around a loop, measuring potential differences among circuit parts along the way, and when we get back to the starting point, the algebraic sum of these differences is zero.

Let's create a clockwise loop and apply equation (28.2) to it, with the voltage across the resistors being negative because the current is flowing in the same direction.

The emf is positive because the current flows from the negative to the positive terminal in the battery, whereas the emf is negative because the current flows from the positive to the negative terminal.

Put the values to get :

The current is positive, indicating that it is moving in a clockwise direction. Because the current should move from the greater potential to the lower potential while moving clockwise, it passes through point 'c' before point 'a', resulting in a negative differential between the two places.

We may get by putting the value of

To calculate the voltage across the resistance, we use Ohm's law.

Because the current goes from the greater potential to the lower potential when it passes through point 'b' before point 'c', the difference between the two points is positive.

By plugging in the value of by zero :

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