00:01
We have a segment here of a conducting wire that is involved in a complete circuit.
00:05
The complete circuit though is no longer shown in the diagram.
00:09
There's current that is flowing in the circuit and that's high.
00:14
The length of the wire is l and the potential difference across the conducting wire is delta v.
00:19
So the cross -section area is a and the resistance is r.
00:23
The question is, how can there be a maximum increase in the rate of charge flow? and then we need to focus on the combination of the potential difference and the length of the wire.
00:40
So take note that rate of charge flow, that would be the amount of charge that flows in the conducting wire per time, that refers to i.
00:51
Hence, the problem is actually asking us of the maximum increase in current.
00:59
So we have maximum increase in current.
01:07
And then what combination of delta v and l will give the desired result? so to help us answer the question, we need to apply the statement of omslaw.
01:20
Okay.
01:22
And of course, the relationship between resistance of a wire and its resistivity, its length, and its cross -sectional...