An investigation is carried out on circuits containing different combinations of two identical resistors, R1R_1R1 and R2R_2R2.
The table below shows the measurements of potential difference VVV across terminals P and Q, and the current III in each circuit:
| Circuit | V / VV\text{ / V}V / V | I / AI\text{ / A}I / A | R / ΩR\text{ / }\OmegaR / Ω |
|---|---|---|---|
| Circuit A | 1.21.21.2 | 0.800.800.80 | |
| Circuit B | 1.81.81.8 | 0.620.620.62 | |
| Circuit C | 2.42.42.4 | 0.410.410.41 |
Calculate the resistance RRR for each circuit using the equation:
R=VI R = \frac{V}{I} R=IVGive your answers to a consistent 2 or 3 significant figures.
Estimate the resistance of a single resistor by calculating RAR_{\text{A}}RA, RBR_{\text{B}}RB, and RCR_{\text{C}}RC[edit] using the expressions:
State whether your results support the suggestion that RAR_{\text{A}}RA, RBR_{\text{B}}RB, and RCR_{\text{C}}RC should be equal. Justify your statement by referring to your values.
The circuits are powered by a supply voltage. A fixed protective resistor, RP=3.0 ΩR_{\text{P}} = 3.0\ \OmegaRP=3.0 Ω, is placed in series with the combination of resistors between P and Q. Explain why this resistor is necessary to protect the circuit, referring to what would happen to the current if RPR_{\text{P}}RP[edit] were removed when testing Circuit A.
Describe the circuit symbol for a variable resistor (rheostat).
State one advantage of using a variable resistor in this experiment rather than regularly changing the supply voltage to obtain multiple readings.
52 exam-style questions on CIE IGCSE Physics 4.3.2a Series circuits. Each one has a worked solution and a mark scheme showing where the marks go.