Find the number of electrons transferred between two points kept at a potential difference of $20\, V$ if $40\, J$ of work is done.
Here, potential difference $( V )=20 V ,$ work $( W )=40 J$
We know that
Work $( W )=$ Charge $( Q ) \times$ Potential difference $( V )$
or $\quad 40 J = Q \times 20 V$
or $\quad Q =\frac{40 J }{20 V }=2 C$
No. of electrons $=\frac{2 C }{1.6 \times 10^{-19} C }=1.25 \times 10^{19}$
Define electric current and state its $SI$ unit. With the help of $Ohm's$ law explain the meaning of $1$ ohm resistance
Derive an expression for equivalent resistance when three resistors of resistance $R_{1}, R_{2}$ and $R_{3}$ are connected in parallel.
State Ohm's law.
Define electric power. Give its $SI$ units and write its mathematical equation.
A piece of wire of resistance $6\, \Omega$ is connected to $a$ battery of $12 \,V$. Find the amount of current flowing through it. Now, the same wire is redrawn by stretching it to double its length. Find the resistance of the new (redrawn) wire.