How will you connect ( series and parallel ) ` 24 `cells each of internal resistance `1 Omega` to get maximum power output across a load of `10 Omega`?

A cell of emf 16V and internal resistant 4 Omega can deliver maximum power to a load of resistance R where R is equal to

A cell of emf 16V and internal resistant 4 Omega can deliver maximum power to a load of resistance R where R is equal to

How would you arrange 48 cells each of emf 1.8V and internal resistance 1Omega , so as to get strongest possible current in a resistance of 3Omega . (n-series, m-rows)

How many lamps each of 50W and 100W can be connected in parallel across a 120V battery of internal resistance 10 Omega so the each glows to full power ?

24 cells, each of emf 1.5V and internal resistance is 2Omega connected to 12Omega series external resistance. Then,

24 cells, each of emf 1.5V and internal resistance is 2Omega connected to 12Omega series external resistance. Then,

A series-parallel combination battery consists of 300 identical cells, each with an internal resistance 0.3 Omega . It is connected to the external resistance 10 Omega . Find the number of parallel goups cosisting of equal number of cells connected in series, at which the external resistance generated the higher thermal power.