A circuit containing both series and parallel branches is called a

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Multiple Choice

A circuit containing both series and parallel branches is called a

Explanation:
In circuits, you can have components arranged purely in series, or purely in parallel. When both kinds of connections appear in the same network, it’s called a combination circuit. This label fits because some elements form a series path while that path, as a whole, is connected in parallel with other paths. For example, two resistors in series create one branch, and if another resistor is connected across the ends of that series pair, the network now has both series and parallel parts. You can still analyze it by breaking it down: first reduce the series portions, then combine those results in parallel with the other branches. If the circuit were only series or only parallel, it would fit those single-category names, but mixing the two defines a combination circuit.

In circuits, you can have components arranged purely in series, or purely in parallel. When both kinds of connections appear in the same network, it’s called a combination circuit. This label fits because some elements form a series path while that path, as a whole, is connected in parallel with other paths. For example, two resistors in series create one branch, and if another resistor is connected across the ends of that series pair, the network now has both series and parallel parts. You can still analyze it by breaking it down: first reduce the series portions, then combine those results in parallel with the other branches. If the circuit were only series or only parallel, it would fit those single-category names, but mixing the two defines a combination circuit.

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