RP3 Resistance Flashcards
outline the basic steps of the practical.
- set-up circuit
- attach resistance wire to metre rule
- move the crocodile clip along the wire in increments, taking measurements for voltage and current each time
- calculate the resistance for each length
what two types of meters are needed in the circuit, and how should they be connected?
- voltmeter: connected in parallel to the resistance wire
- ammeter: connected in series with the resistance wire
what should the graph of resistance against length look like?
the two variables are directly proportional so should produce a straight line going through the origin.
what equation is used to obtain the resistance from the current and voltage readings?
R = V/I
why should the wire used be thin?
- for a given material, the thinner the wire, the higher the resistance
- this makes the recorded resistance values large enough to be measured and interpreted
why should a low potential difference be used when carrying out this experiment?
to prevent the current getting too high and the wire heating up.
in reality, why might the line produced not pass through the origin?
there may be a zero error. this may be because it is hard to attach the stationary crocodile clip exactly at the zero end of the metre ruler.
why does resistance increase with temperature?
the metal ions have more kinetic energy so vibrate more. this causes them to collide more frequently with current-carrying electrons, providing more resistance against the flow of electrons.
what is the issue if the wire heats up during the experiment?
resistance of a wire will increase if the temperature increases, creating an extra variable which will interfere with the results. temperature should remain a control variable.
what safety precautions should be taken when carrying out this experiment?
- avoid touching the wire since it may be very hot
- keep potential difference values low to avoid overheating
if both resistors are identical, which combination of resistors will have the least resistance?
the resistors in parallel will have a lower resistance than the resistors in series.
relative to the resistance of the resistors, describe the total resistance of the parallel combination.
the total resistance will be lower than the resistance of the smallest of the two individual resistances.