p.d. and current -- One of them can exist without the other! Hi! Here's a question that I'm currently thinking about. Drawing a simple circuit diagram may help... 3 bulbs A, B, C are connected in series with a 3V battery. (a) If bulb A has blown, what value of pd will you obtain if you connect a voltmeter across (i) bulb A (ii) bulb B (iii) bulbs A and B? (b) If bulbs A and B have blown, what value of pd will you obtain if you connect a voltmeter across (i) bulb A (ii) bulb B (iii) bulbs A and B? My guesses:- (a) (i) 3V (ii) 0V (iii) 3V (b) (i) 0V (ii) 0V (iii) 3V I believe one will need to assign arbitrary values for the potential at the positive and negative terminals of the battery, and then work out the potentials "to the left and to the right" of each bulb. Since no current flows, there will not be any potential drop across each working bulb (i.e. bulb that has not blown) But what about the potential drop across a bulb that has blown? Can someone help in explaining how the answers are obtained, especially for (b), parts (i) and (ii)? Thank you for your attention and time! "There can exist a potential difference even though there is no current flow, but for current flow to be present, a potential difference must exist"