Question

find the equivalent resistance between points a and b

Answer 1

Answer:

equivalent resistance is possessed by a resistance which is between two points of wire having same amount of current and charge

Answer 2

As the 2Ω and 3Ω resistances are connected in parallel so their equivqlent resistance is given by :

R

eq

=

R

1

+R

2

R

1

R

2

=

2+3

2×3

=

5

6

Ω

Now, 5Ω,

5

6

Ω and 3Ω are connected in series,so their equivalent resistance is given by :

R=R

eq

+5Ω+3Ω=

5

48

Ω→ equivalent resistance between A and B.