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Calculate terminal p.d. and e.m.f. of a cell with negligible internal resistance in series with resistors, analyze internal resistance of cells connected in series and in parallel in a circuit setup.
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A cell of negligible internal resistance is connected in series with two resistors of 100Ω and 200Ω. • The current through the resistors is 300mA. • Calculate the terminal p.d. of the cell. • What is the e.m.f. of the cell? 1. The p.d. across the terminals = the p.d. across the external resistors V=IR V = 300 x 10-3 x 300 V= 900 x 10-3 V = 90.0V Always draw the arrangement V 2. The question tells us that the internal resistance of the cell is negligible. When this is the case The e.m.f. = terminal p.d. E = 90.0V I= 300 x 10-3A 100Ω 200Ω V
r μA 10kΩ 1.49V The terminal potential of an unconnected cell is 1.51V. The cell is connected in series with a 10kΩ and a microammeter of negligible resistance. The p.d. across the resistance is measured as 1.49 volts by a high resistance voltmeter. Calculate the internal resistance of the cell: The terminal potential of the unconnected cell is the e.m.f. of the cell The current through the series circuit is the same everywhere The resistance of this meter is negligible
r μA 10kΩ 1.49V E = 1.51 V Applying the formula for internal resistance:
V A R1 R2 A cell is connected to a switch and two resistors R1 and R2 with values of 100Ω and 400Ω which are in parallel. When the switch S is open, the high resistance voltmeter V reads 1.63V. When switch S is closed V reads 1.61V. 1.Calculate the current registered by the ammeter A assuming that it has negligible resistance. 2. Calculate the internal resistance of the cell
A cell is connected to a switch and two resistors R1 and R2 with values of 100Ω and 400Ω which are in parallel. When the switch S is open, the high resistance voltmeter V reads 1.63V. When switch S is closed V reads 1.61V. 1.Calculate the current registered by the ammeter A assuming that it has negligible resistance. The value of the resistance in the circuit is given by The current though the “series” circuit I = 0.02A
2. Calculate the internal resistance of the cell ε=1.63V . I = 0.02A 1.63 = 0.02x 80+ 0.02r r = (1.63-1.60)/0.02 V A R1 R2