Question

show that the resistance of combination of resistance in series is equal to the of the individual register of which register


plz answer it , it is imp for me​

Answer 1

Answer:

Resistors in Series : If the number of resistance are connected one after another in such a way that the same current flows through each resistance, then the arrangement is called resistance in series. I is the current, V is the PD across C and D, the three resistors R

1

, R

2

and R

3

are connected in series between points C and D. R

s

is the effective resistance in the circuit and V

1

, V

2

and V

3

are the potentials across the three resistors.

V=V

1

+V

2

+V

3

........(1)

By Ohm's Law,

V=IR

s

V

1

=IR

1

, V

2

=IR

2

, V

3

=IR

3

Substituting these values in equation no. 1

IR

s

=IR

1

+IR

2

+IR

3

I(R

s

)=I(R

1

+R

2

+R

3

)

∴ R

s

=R

1

+R

2

+R

3

For 'n' number of resistors connected in series

R

s

=R

1

+R

2

+R

3

+..........R

n

.

Answer 2

Answer:

Explanation:

thanks for free points