Yeah a bit of logic...

Ten identical cells each of emf 2 volt and internal resistance 0.5ohm are in series with some cells improperly connected. The resistance in the circuit is 11ohm and the current flowing through the circuit is 1amp. How many cells are wrongly connected?

1 3 2 5 4 0

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1 solution

Abhinav Jha
Nov 24, 2016

let 'n' number of cells are connected improperly. therefore number of cells active in the circuit (10 - 2n). total emf = 2 (10 - 2n). current = (2 (10 - 2n))/total resistane.

current = (2*(10 - 2n))/16. Now we have current in the circuit = 1 amp

substituting the value of current we get n = 1. So one cell is connected improperly.

Why (10-2n) no.of active cells?It should be (10-n)?

Anik Mandal - 4 years, 6 months ago

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because suppose if 1 cell is connected wrong it deactivates one more cell. and so on..... hope you get the point. if not recomment please. thanks

Abhinav Jha - 4 years, 6 months ago

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Why it deactivates one more cell?

Anik Mandal - 4 years, 6 months ago

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@Anik Mandal suppose 5 cells are connected wrong will it deactivate the whole circuit? YES. Did you get enough conviction with that? If not consult your mentor and if yes all right.

Abhinav Jha - 4 years, 6 months ago

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@Abhinav Jha Yes,suppose if 1 cell is not proper,then whole circuit should be disturbed..

Anik Mandal - 4 years, 6 months ago

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@Anik Mandal nope! you must revise this chapter i.e current electricity.

Abhinav Jha - 4 years, 6 months ago

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