what are series and parallel combinations? what is the practical utility of these combinations?
Answers
Answered by
10
these are the way of connecting the resistors
in parllel or series.
the practical utility of these combinations
is to control the power of current passed.
in parllel or series.
the practical utility of these combinations
is to control the power of current passed.
saismruti787:
Are you sure ?
Answered by
11
Hey Friend,
1. Series circuit -
(i) Resistance is increased
(ii) Same current flows through all parts or through each resistor in a circuit.
(iii) Potential difference across each resistor is different.
(iv) Total potential difference across the circuit is equal to sum of all potential differences across each resistor.
(v) R(s) = R1 + R2 + R3 + ...
(vi) Total resistance in series is always greater than the value of each individual resistor.
2. Parallel circuit -
(i) Resistance is decreased.
(ii) Same potential difference flows through all parts or through each resistor in a circuit.
(iii) Current across each resistor is different.
(iv) Total current across circuit is equal to the sum of reciprocal of individual resistor.
(v) 1/R(p) = 1/R1 + 1/R2+ 1/R3 + ...
(vi) Total resistance in parallel is always smaller than the value of each individual resistor.
The circuit diagrams are in the attachement
Hope it helps!
1. Series circuit -
(i) Resistance is increased
(ii) Same current flows through all parts or through each resistor in a circuit.
(iii) Potential difference across each resistor is different.
(iv) Total potential difference across the circuit is equal to sum of all potential differences across each resistor.
(v) R(s) = R1 + R2 + R3 + ...
(vi) Total resistance in series is always greater than the value of each individual resistor.
2. Parallel circuit -
(i) Resistance is decreased.
(ii) Same potential difference flows through all parts or through each resistor in a circuit.
(iii) Current across each resistor is different.
(iv) Total current across circuit is equal to the sum of reciprocal of individual resistor.
(v) 1/R(p) = 1/R1 + 1/R2+ 1/R3 + ...
(vi) Total resistance in parallel is always smaller than the value of each individual resistor.
The circuit diagrams are in the attachement
Hope it helps!
Attachments:
Similar questions
Social Sciences,
8 months ago
Math,
8 months ago
Math,
1 year ago
English,
1 year ago
Math,
1 year ago