State the formula co$-$relating the electric current flowing in a conductor and the voltage applied across it. Also, show this relationship by drawing a graph. What would be the resistance of a conductor, if the current flowing through it is $0.35$ ampere when the potential difference across it is $1.4$ volt ?
It states that "Physical conditions remaining same the current flowing through a conductor is directly proportional to the potential applied across its two ends."
The graph is as shown below
Given $V=1.4 V , I =0.35 A$
Now, resistance is given by the expression
$R =\frac{ V }{ I }=\frac{1.4}{0.35}=4 \Omega$
$A$ hot plate of an electric oven, connected to a $200 \,V$ line. It has two resistance coils $A$ and $B$ each of the $30\, \Omega$ which may be used separately, in series or in parallel. Find the value of the current required in each of the three cases.
An electric bulb is connected to a $220\, V$ generator. The current is $0.50 A$. What is the power of the bulb ?
How many electrons will there be in $1.6\, C$ charge?
The $V -I$ graphs for the two wires $A$ and $B$ are shown in the figure. If we connect both the wires one by one to the $v$ same battery which of the two will produce more heat per unit time ? Give justification for your answer.
Two resistors of resistance $2 \,\Omega $ and $4\, \Omega $ when connected to a battery will have