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(A) The current $I$ drawn by a person is given by Ohm's Law,$I = V/R$,where $V$ is the potential difference across the body and $R$ is the resistance

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the live and neutral terminals of a household electric socket at $220 \,V$.

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(A) The current $I$ drawn by a person is given by Ohm's Law,$I = V/R$,where $V$ is the potential difference across the body and $R$ is the resistance of the body.In option $(B)$,the person is standing on a wooden plank (an insulator),so they are isolated from the ground. When they touch the Van de Graaff generator,their entire body reaches the potential of $12000 \,V$. Since there is no potential difference across their body,the current $I = 0$.In option $(A)$,the person touches the live $(220 \,V)$ and neutral $(0 \,V)$ terminals. The potential difference is $220 \,V$,which drives a significant current through the body.In option $(C)$,the potential difference is $12 \,V$.In option $(D)$,the total potential difference is $10 	imes 1.5 \,V = 15 \,V$.Comparing the potential differences,the $220 \,V$ source provides the highest potential difference,resulting in the maximum current.

In the scenarios given below,a person is standing on a wooden plank. In which of the following options do they draw the most current when simultaneously touching:

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