The equivalent resistance of the series combination of two resistors is ′s′. When they are connected in parallel, the equivalent resistance is ′p′. If s=np, then the minimum value for n is ______.(Round off to the nearest integer)

The equivalent resistance of the series combination of two resistors i

1.	The equivalent resistance of the series combination of two resistors is ′s′. When they are connected in parallel, the equivalent resistance is ′p′. If s=np, then the minimum value for n is ______.(Round off to the nearest integer)
Answer» The equivalent resistance of the series combination of two resistors is $^{'} s^{'}$ . When they are connected in parallel, the equivalent resistance is $^{'} p^{'}$ . If $s = n p$ , then the minimum value for $n$ is ______. $($ Round off to the nearest integer $)$

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The equivalent resistance of the series combination of two resistors is ′s′. When they are connected in parallel, the equivalent resistance is ′p′. If s=np, then the minimum value for n is ______.(Round off to the nearest integer)

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