Question Video: Deducing the emf of a Cell from the Total emf of a Series Combination of Identical Cells | Nagwa Question Video: Deducing the emf of a Cell from the Total emf of a Series Combination of Identical Cells | Nagwa

Question Video: Deducing the emf of a Cell from the Total emf of a Series Combination of Identical Cells Science • Third Year of Preparatory School

The diagram shows four identical cells connected in series. The total emf provided by the cells is 8 V. What is the emf provided by one cell?

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Video Transcript

The diagram shows four identical cells connected in series. The total emf provided by the cells is eight volts. What is the emf provided by one cell?

In this question, we are shown four identical cells connected in series. The question states that the total emf produced by these four cells is eight volts. We know that when components are connected in series, there is only one path that an electric current can take through the components. The cells are connected in series, so the single path that current can take must pass through all of the cells. Since the cells are identical, they must have equal emf, and the sum of their emf is eight volts. Dividing both sides of this equation by the number of cells, four, we find that each cell individually produces an emf of eight volts divided by four, or two volts. This is the emf provided by one cell.

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