Question

The area under the current versus time graph gives
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Answer 1

Answer:

The area under the current-time graph is equal to the amount of charge stored on the plates.

Answer 2

Area under Current-Time graph gives CHARGE.

• Electric current is defined as the rate of flow of charge through a cross sectional area of a conductor.

• So, I = dq/dt

• Now, whenever we plot a current vs time graph, the area under this curve represents the integration of ( I dt ).

$\boxed{ \displaystyle \: \int dq = \int I \: dt}$

• Hence, the area under I-t graph will give the net charge flowing through the cross sectional area.

Hope It Helps.