Show that equivalent resistance in parallel combination is always less than each of the individual resistances connected in the combination.

The equivalent resistance in series combination is

Why is resistance less in parallel combination of resistors ?

What is the ratio of equivalent resistance of series combination of n equal resistance to the equivalent resistance in parallel combination of these n resistances ?

The equivalent resistance of resistors connected in series is always

The equivalent resistance between point A and B for the combination of resistance

If 'n' number of identical resistors are connected oin parallel combination, then the effective resistance of thec combination is "______" .

(a) what is meant by series and parallel combination of resistances ? (b) in which case, series combination or parallel combination, the combined resistance is less than any of the individual resistances ? (c ) How should two resistance of 2 Omega each be connected so as to produce an equivalent resistance of 1 Omega ? In the circuit diagram given here , find: (i) total resistance of the circuit (ii) total current flowing in the circuit, and (iii) the potential difference across R_(1)