 So let us, one is slope, other is slope of the graph. If I plot, look at it, similarly the physical significance of the slope as well as area for the other graphs as well. Let me show you how it is tangent. Suppose this is the, let's say A and B are the two points. And I want to represent a physical quantity in acceleration. Same logic, the small, small segments like this in that time interval. Okay, so if I need displacement like this, this point is 2 seconds, this is 3 seconds. Find out the displacement in the 3 seconds. In this kind of graph, you please stand here. So if a ball is slightly, it is more, but just for the problem, placement here. What is the answer? It's the infinite. So between, so total distance area, which is, that is 5 meters. I want to study it in a step by step. It doesn't stop there actually. Even acceleration can also vary. Okay, so suppose this is the plot. You can move it, which is what? See you understanding of just, right? Yeah. So if you, sorry, the acceleration is constant, then you will like, this area is a thin strip like that. Find out the area, this area is final velocity minus initial velocity. Simple. Okay. What is this? You will soon see my number. It will come in your train also. Access could be acceleration.