00:02
We have here a graph of voltage or potential difference across a resistor versus the current through the resistor.
00:12
So the question is, among the or within the entire interval here, we are to determine which segment shows the behavior of the resistor that obeys omslaw.
00:26
So in other words, which segment shows an omic behavior of the resistor? to help us answer the question, we go back to the concept or the statement of om's law.
00:37
So om's law is saying that if the ratio of voltage to current of a certain resistor is constant, then we can say that that resistor is omic or obeying om's law.
00:53
Now, we also need to use the concept of slope of align.
00:57
So if we apply the slope of a line here in the graph that we have, so the slope is the change in the quantity along the y axis, that's voltage, divided by the change in the quantity along the x axis.
01:10
I'm sorry, that would be current.
01:14
So the slope, therefore, of this voltage versus current graph will give us the resistance.
01:22
Hence, we just need to choose among the three segments here, which gives us a constant slope.
01:30
So going back to what we know about slopes of a line, we know that it's only a linear or straight line that has constant slope at any segment of the line.
01:43
So obviously here, in segment b, c, the slope here, which is equivalent to the resistance, is constant all throughout b to c...