Question

Describe the maximum effective of resistance with the help of series combination and parallel combination

Answer 1

Answer:

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nR

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance =

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = n

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is (R/n)

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is (R/n)nR

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is (R/n)nR

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is (R/n)nR =n

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is (R/n)nR =n 2

For maximum effective resistance, the resistors must be connected in series combination. If then are n resistors each of resistance R, then the maximum effective resistance =nRFor minimum effective resistance, the resistors must be connected in parallel combination.So, the minimum effective resistance = nR Ratio of the maximum to minimum resistance is (R/n)nR =n 2 :1.