Where, v = constant speed  And r = radius of circle 

Acceleration can be either due to change in speed or due to direction of motion or both.

Consider an example of uniform circular motion.

In a uniform circular motion, the body moves with a constant speed but we still say that it is accelerating due to the change in direction.

$a_{c\ }=\ \frac{\text{}-v^2}{\text{}r}$ This acceleration is called centripetal acceleration and is given as

Where, v = constant speed  And r = radius of circle 

Acceleration can be either due to change in speed or due to direction of motion or both.

Consider an example of uniform circular motion.

In a uniform circular motion, the body moves with a constant speed but we still say that it is accelerating due to the change in direction.

$a_{c\ }=\ \frac{\text{}-v^2}{\text{}r}$ This acceleration is called centripetal acceleration and is given as

Where, v = constant speed  And r = radius of circle 

Acceleration can be either due to change in speed or due to direction of motion or both.

Consider an example of uniform circular motion.

In a uniform circular motion, the body moves with a constant speed but we still say that it is accelerating due to the change in direction.

$a_{c\ }=\ \frac{\text{}-v^2}{\text{}r}$ This acceleration is called centripetal acceleration and is given as

Where, v = constant speed  And r = radius of circle 

Acceleration can be either due to change in speed or due to direction of motion or both.

Consider an example of uniform circular motion.

In a uniform circular motion, the body moves with a constant speed but we still say that it is accelerating due to the change in direction.

$a_{c\ }=\ \frac{\text{}-v^2}{\text{}r}$ This acceleration is called centripetal acceleration and is given as

Where, v = constant speed  And r = radius of circle 

Acceleration can be either due to change in speed or due to direction of motion or both.

Consider an example of uniform circular motion.

In a uniform circular motion, the body moves with a constant speed but we still say that it is accelerating due to the change in direction.

$a_{c\ }=\ \frac{\text{}-v^2}{\text{}r}$ This acceleration is called centripetal acceleration and is given as

Welcome to this video in which we'll be learning about displacement time graph.

So what is a displacement time graph?

It's a graph in which displacement is plotted against time and here there are two variables.

The time is plotted on the x axis because it's an independent variable

Whereas displacement depends on time so it is plotted on the y axis

And what we then obtain is a line graph

So what is a displacement time graph?

It's a graph in which displacement is plotted against time and here there are two variables.

The time is plotted on the x axis because it's an independent variable

Whereas displacement depends on time so it is plotted on the y axis

And what we then obtain is a line graph

So a displacement time graph is a line graph

It's a graph in which displacement is plotted against time and here there are two variables.

The time is plotted on the x axis because it's an independent variable

Whereas displacement depends on time so it is plotted on the y axis

And what we then obtain is a line graph

So a displacement time graph is a line graph

So in order to understand a displacement time graph let's look at an example now

The time is plotted on the x axis because it's an independent variable

Whereas displacement depends on time so it is plotted on the y axis

And what we then obtain is a line graph

So a displacement time graph is a line graph

So in order to understand a displacement time graph let's look at an example now

In this example we need to have certain data for which we'll be plotting the graph

Whereas displacement depends on time so it is plotted on the y axis

And what we then obtain is a line graph

So a displacement time graph is a line graph

So in order to understand a displacement time graph let's look at an example now

In this example we need to have certain data for which we'll be plotting the graph

We have the time starting at 0 and we observe till 8 seconds and those are the values of displacement

Now one thing that has to be made clear is that the values of time that we have are the times at which observations were made

So a displacement time graph is a line graph

So in order to understand a displacement time graph let's look at an example now

In this example we need to have certain data for which we'll be plotting the graph

We have the time starting at 0 and we observe till 8 seconds and those are the values of displacement

Now one thing that has to be made clear is that the values of time that we have are the times at which observations were made

So when the time is 0 that may or may not be the time when the motion started but it is certainly the time at which we started making the observation

So in order to understand a displacement time graph let's look at an example now

In this example we need to have certain data for which we'll be plotting the graph

We have the time starting at 0 and we observe till 8 seconds and those are the values of displacement

Now one thing that has to be made clear is that the values of time that we have are the times at which observations were made

So when the time is 0 that may or may not be the time when the motion started but it is certainly the time at which we started making the observation

Next the values of displacement that we see are values of total displacement at these times stated

In this example we need to have certain data for which we'll be plotting the graph

We have the time starting at 0 and we observe till 8 seconds and those are the values of displacement

Now one thing that has to be made clear is that the values of time that we have are the times at which observations were made

So when the time is 0 that may or may not be the time when the motion started but it is certainly the time at which we started making the observation

Next the values of displacement that we see are values of total displacement at these times stated

So let's say for example 5 seconds. So at 5 seconds the total displacement of the body was 8 meters

So now, let's look at what the displacement time graph of this data looks like

It looks like this. It is basically into three different line segments.

So when the time is 0 that may or may not be the time when the motion started but it is certainly the time at which we started making the observation

Next the values of displacement that we see are values of total displacement at these times stated

So let's say for example 5 seconds. So at 5 seconds the total displacement of the body was 8 meters

So now, let's look at what the displacement time graph of this data looks like

It looks like this. It is basically into three different line segments.

So that is what I meant when I said that the displacement time graph is a line graph

Next the values of displacement that we see are values of total displacement at these times stated

So let's say for example 5 seconds. So at 5 seconds the total displacement of the body was 8 meters

So now, let's look at what the displacement time graph of this data looks like

It looks like this. It is basically into three different line segments.

So that is what I meant when I said that the displacement time graph is a line graph

Now using a displacement time graph we can describe these motions

So let's say for example 5 seconds. So at 5 seconds the total displacement of the body was 8 meters

So now, let's look at what the displacement time graph of this data looks like

It looks like this. It is basically into three different line segments.

So that is what I meant when I said that the displacement time graph is a line graph

Now using a displacement time graph we can describe these motions

First one when the body is at rest

So now, let's look at what the displacement time graph of this data looks like

It looks like this. It is basically into three different line segments.

So that is what I meant when I said that the displacement time graph is a line graph

Now using a displacement time graph we can describe these motions

The first one when the body is at rest

Second one where the body moves with uniform velocity and the third one in which the body moves with variable motion

So let's look at the first instance, when the body is at rest, the value of displacement for all instances of time will be zero so therefore the graph is a straight line

So that is what I meant when I said that the displacement time graph is a line graph

Now using a displacement time graph we can describe these motions

The first one when the body is at rest

Second one where the body moves with uniform velocity and the third one in which the body moves with variable motion

So let's look at the first instance, when the body is at rest, the value of displacement for all instances of time will be zero so therefore the graph is a straight line

That is along the x-axis, so whenever we have such a graph which is a straight line that is along the x axis or even parallel to it we can conclude that the body is at rest

Now using a displacement time graph we can describe these motions

The first one when the body is at rest

Second one where the body moves with uniform velocity and the third one in which the body moves with variable motion

So let's look at the first instance, when the body is at rest, the value of displacement for all instances of time will be zero so therefore the graph is a straight line

That is along the x-axis, so whenever we have such a graph which is a straight line that is along the x axis or even parallel to it we can conclude that the body is at rest

Now let's look at the next instance, where the body moves with uniform velocity.

The first one when the body is at rest

Second one where the body moves with uniform velocity and the third one in which the body moves with variable motion

So let's look at the first instance, when the body is at rest, the value of displacement for all instances of time will be zero so therefore the graph is a straight line

That is along the x-axis, so whenever we have such a graph which is a straight line that is along the x axis or even parallel to it we can conclude that the body is at rest

Now let's look at the next instance, where the body moves with uniform velocity.

Now, when we say that the body moves with uniform velocity, it means that the body covers in two equal distances in equal intervals of time

Second one where the body moves with uniform velocity and the third one in which the body moves with variable motion

So let's look at the first instance, when the body is at rest, the value of displacement for all instances of time will be zero so therefore the graph is a straight line

That is along the x-axis, so whenever we have such a graph which is a straight line that is along the x axis or even parallel to it we can conclude that the body is at rest

Now let's look at the next instance, where the body moves with uniform velocity.

Now, when we say that the body moves with uniform velocity, it means that the body covers in two equal distances in equal intervals of time

So therefore the data looks like this. If you look at the values of displacement, the displacement increases by a factor of two for each and every second.

So when the time increase by 1 second, the total displacement is 2 meters and when the time increases by 2 seconds the displacement also increases by just two seconds.

That is along the x-axis, so whenever we have such a graph which is a straight line that is along the x axis or even parallel to it we can conclude that the body is at rest

Now let's look at the next instance, where the body moves with uniform velocity.

Now, when we say that the body moves with uniform velocity, it means that the body covers in two equal distances in equal intervals of time

So therefore the data looks like this. If you look at the values of displacement, the displacement increases by a factor of two for each and every second.

So when the time increase by 1 second, the total displacement is 2 meters and when the time increases by 2 seconds the displacement also increases by just two seconds.

Therefore the graph looks like this. Now you can see that this graph is a straight line but it's neither parallel to the x-axis nor parallel to the y-axis. In fact it's a straight line that is sloping upward

Now let's look at the next instance, where the body moves with uniform velocity.

Now, when we say that the body moves with uniform velocity, it means that the body covers in two equal distances in equal intervals of time

So therefore the data looks like this. If you look at the values of displacement, the displacement increases by a factor of two for each and every second.

So when the time increase by 1 second, the total displacement is 2 meters and when the time increases by 2 seconds the displacement also increases by just two seconds.

Therefore the graph looks like this. Now you can see that this graph is a straight line but it's neither parallel to the x-axis nor parallel to the y-axis. In fact it's a straight line that is sloping upward

So whenever we have a graph that is a straight line that is parallel neither to the x axis nor do y axis we can conclude that the body moves with uniform velocity

Now, when we say that the body moves with uniform velocity, it means that the body covers in two equal distances in equal intervals of time

So therefore the data looks like this. If you look at the values of displacement, the displacement increases by a factor of two for each and every second.

So when the time increase by 1 second, the total displacement is 2 meters and when the time increases by 2 seconds the displacement also increases by just two seconds.

Therefore the graph looks like this. Now you can see that this graph is a straight line but it's neither parallel to the x-axis nor parallel to the y-axis. In fact it's a straight line that is sloping upward

So whenever we have a graph that is a straight line that is parallel neither to the x axis nor do y axis we can conclude that the body moves with uniform velocity

Next let us take the case of a body that moves with non-uniform velocity or variable velocity

So therefore the data looks like this. If you look at the values of displacement, the displacement increases by a factor of two for each and every second.

So when the time increase by 1 second, the total displacement is 2 meters and when the time increases by 2 seconds the displacement also increases by just two seconds.

Therefore the graph looks like this. Now you can see that this graph is a straight line but it's neither parallel to the x-axis nor parallel to the y-axis. In fact it's a straight line that is sloping upward

So whenever we have a graph that is a straight line that is parallel neither to the x axis nor do y axis we can conclude that the body moves with uniform velocity

Next let us take the case of a body that moves with non-uniform velocity or variable velocity

So in this case, the data is something like this and therefore the graph is not a straight line.

In fact, it can be anything but a straight line. In this case, the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

Therefore the graph looks like this. Now you can see that this graph is a straight line but it's neither parallel to the x-axis nor parallel to the y-axis. In fact it's a straight line that is sloping upward

So whenever we have a graph that is a straight line that is parallel neither to the x axis nor do y axis we can conclude that the body moves with uniform velocity

Next let us take the case of a body that moves with non-uniform velocity or variable velocity

So in this case, the data is something like this and therefore the graph is not a straight line.

In fact, it can be anything but a straight line. In this case, the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

In fact it can be anything but a straight line. In this case the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

So whenever we have a graph that is a straight line that is parallel neither to the x axis nor do y axis we can conclude that the body moves with uniform velocity

Next let us take the case of a body that moves with non-uniform velocity or variable velocity

So in this case, the data is something like this and therefore the graph is not a straight line.

In fact, it can be anything but a straight line. In this case, the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

In fact it can be anything but a straight line. In this case the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

So therefore the graph is a curve so to conclude we can say that whenever we have a graph that is not a straight line then we can conclude that the body moves with variable velocity right

Next let us take the case of a body that moves with non-uniform velocity or variable velocity

So in this case, the data is something like this and therefore the graph is not a straight line.

In fact, it can be anything but a straight line. In this case, the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

In fact it can be anything but a straight line. In this case the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

So therefore the graph is a curve so to conclude we can say that whenever we have a graph that is not a straight line then we can conclude that the body moves with variable velocity right

So with a displacement time graph for the first information that we can have is that; what is the displacement? what is the total displacement of the body at any any given point of time.

So in this case, the data is something like this and therefore the graph is not a straight line.

In fact, it can be anything but a straight line. In this case, the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

In fact it can be anything but a straight line. In this case the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

So therefore the graph is a curve so to conclude we can say that whenever we have a graph that is not a straight line then we can conclude that the body moves with variable velocity right

So with a displacement time graph for the first information that we can have is that; what is the displacement? what is the total displacement of the body at any any given point of time.

So let's say in this case although we do not have data for let's say 5.5 seconds but from the graph, we can find that the the total displacement of the body at 5.5 seconds was four meters.

Similarly although we don't have data for 7.5 seconds from the graph we can find out that the total displacement of the body at 7.5 seconds was about 12 meters right

In fact it can be anything but a straight line. In this case the graph is a curve and the values of displacement keep on increasing and the amount by which they keep on increasing also increases

So therefore the graph is a curve so to conclude we can say that whenever we have a graph that is not a straight line then we can conclude that the body moves with variable velocity right

So with a displacement time graph for the first information that we can have is that; what is the displacement? what is the total displacement of the body at any any given point of time.

So let's say in this case although we do not have data for let's say 5.5 seconds but from the graph, we can find that the the total displacement of the body at 5.5 seconds was four meters.

Similarly although we don't have data for 7.5 seconds from the graph we can find out that the total displacement of the body at 7.5 seconds was about 12 meters right

So that is the first piece of information that we can get from a displacement time graph. Now from a displacement time graph we can also determine the velocity of body.

So therefore the graph is a curve so to conclude we can say that whenever we have a graph that is not a straight line then we can conclude that the body moves with variable velocity right

So with a displacement time graph for the first information that we can have is that; what is the displacement? what is the total displacement of the body at any any given point of time.

So let's say in this case although we do not have data for let's say 5.5 seconds but from the graph, we can find that the the total displacement of the body at 5.5 seconds was four meters.

Similarly although we don't have data for 7.5 seconds from the graph we can find out that the total displacement of the body at 7.5 seconds was about 12 meters right

So that is the first piece of information that we can get from a displacement time graph. Now from a displacement time graph we can also determine the velocity of body.

So how do we determine velocity

So with a displacement time graph for the first information that we can have is that; what is the displacement? what is the total displacement of the body at any any given point of time.

So let's say in this case although we do not have data for let's say 5.5 seconds but from the graph, we can find that the the total displacement of the body at 5.5 seconds was four meters.

Similarly although we don't have data for 7.5 seconds from the graph we can find out that the total displacement of the body at 7.5 seconds was about 12 meters right

So that is the first piece of information that we can get from a displacement time graph. Now from a displacement time graph we can also determine the velocity of body.

So how do we determine velocity

Now let's look at this example. There is a red line that represents the motion of body A and there's a blue line that represents the motion of body B.

So let's say in this case although we do not have data for let's say 5.5 seconds but from the graph, we can find that the the total displacement of the body at 5.5 seconds was four meters.

Similarly although we don't have data for 7.5 seconds from the graph we can find out that the total displacement of the body at 7.5 seconds was about 12 meters right

So that is the first piece of information that we can get from a displacement time graph. Now from a displacement time graph we can also determine the velocity of body.

So how do we determine velocity

Now let's look at this example. There is a red line that represents the motion of body A and there's a blue line that represents the motion of body B.

Now from this graph, we can clearly see that body A covers 16 meters in eight seconds and body B covers eight meters in eight seconds.

Which means that body A moves with a higher velocity and body B moves with a lower velocity

So that is the first piece of information that we can get from a displacement time graph. Now from a displacement time graph we can also determine the velocity of body.

So how do we determine velocity

Now let's look at this example. There is a red line that represents the motion of body A and there's a blue line that represents the motion of body B.

Now from this graph, we can clearly see that body A covers 16 meters in eight seconds and body B covers eight meters in eight seconds.

Which means that body A moves with a higher velocity and body B moves with a lower velocity

The graph of body A is a steep slope whereas the graph of body B has a gentle slope

So how do we determine velocity

Now let's look at this example. There is a red line that represents the motion of body A and there's a blue line that represents the motion of body B.

Now from this graph, we can clearly see that body A covers 16 meters in eight seconds and body B covers eight meters in eight seconds.

Which means that body A moves with a higher velocity and body B moves with a lower velocity

The graph of body A is a steep slope whereas the graph of body B has a gentle slope

Which means that we can conclude that steep slope means a higher velocity whereas a gentle slope means a lower velocity

Now let's look at this example. There is a red line that represents the motion of body A and there's a blue line that represents the motion of body B.

Now from this graph, we can clearly see that body A covers 16 meters in eight seconds and body B covers eight meters in eight seconds.

Which means that body A moves with a higher velocity and body B moves with a lower velocity

The graph of body A is a steep slope whereas the graph of body B has a gentle slope

Which means that we can conclude that steep slope means a higher velocity whereas a gentle slope means a lower velocity

But how do we determine the absolute value of velocity from this graph

Now from this graph, we can clearly see that body A covers 16 meters in eight seconds and body B covers eight meters in eight seconds.

Which means that body A moves with a higher velocity and body B moves with a lower velocity

The graph of body A is a steep slope whereas the graph of body B has a gentle slope

Which means that we can conclude that steep slope means a higher velocity whereas a gentle slope means a lower velocity

But how do we determine the absolute value of velocity from this graph

So let's look at this example. We know that V=Displacement/time.

So now from this graph; well let's say, we are interested in finding out the velocity of the body between 3 seconds and 7 seconds

The graph of body A is a steep slope whereas the graph of body B has a gentle slope

Which means that we can conclude that steep slope means a higher velocity whereas a gentle slope means a lower velocity

But how do we determine the absolute value of velocity from this graph

So let's look at this example. We know that V=Displacement/time.

So now from this graph; well let's say, we are interested in finding out the velocity of the body between 3 seconds and 7 seconds

So, here’s displacement. Here's displacement and here's time. Now, displacement is also the vertical part of the slope whereas time is the horizontal part of the slope.

Which means that we can conclude that steep slope means a higher velocity whereas a gentle slope means a lower velocity

But how do we determine the absolute value of velocity from this graph

So let's look at this example. We know that V=Displacement/time.

So now from this graph; well let's say, we are interested in finding out the velocity of the body between 3 seconds and 7 seconds

So, here’s displacement. Here's displacement and here's time. Now, displacement is also the vertical part of the slope whereas time is the horizontal part of the slope.

So when we are dividing displacement by time; we are also dividing the vertical by the horizontal, which happens to be the slope of the graph

But how do we determine the absolute value of velocity from this graph

So let's look at this example. We know that V=Displacement/time.

So now from this graph; well let's say, we are interested in finding out the velocity of the body between 3 seconds and 7 seconds

So, here’s displacement. Here's displacement and here's time. Now, displacement is also the vertical part of the slope whereas time is the horizontal part of the slope.

So when we are dividing displacement by time; we are also dividing the vertical by the horizontal, which happens to be the slope of the graph

Which means that; the slope of a displacement time graph gives the velocity

So let's look at this example. We know that V=Displacement/time.

So now from this graph; well let's say, we are interested in finding out the velocity of the body between 3 seconds and 7 seconds

So, here’s displacement. Here's displacement and here's time. Now, displacement is also the vertical part of the slope whereas time is the horizontal part of the slope.

So when we are dividing displacement by time; we are also dividing the vertical by the horizontal, which happens to be the slope of the graph

Which means that; the slope of a displacement time graph gives the velocity

So here we can take one example in order to understand how we can determine velocity

So let's take this example we know that velocity is equal to slope now in order to determine slope w need two points so here are the two points now the coordinates of the points are (3, 6) and (7, 14)

So, here’s displacement. Here's displacement and here's time. Now, displacement is also the vertical part of the slope whereas time is the horizontal part of the slope.

So when we are dividing displacement by time; we are also dividing the vertical by the horizontal, which happens to be the slope of the graph

Which means that; the slope of a displacement time graph gives the velocity

So here we can take one example in order to understand how we can determine velocity

So let's take this example we know that velocity is equal to slope now in order to determine slope w need two points so here are the two points now the coordinates of the points are (3, 6) and (7, 14)

Now mathematically the slope of graph is given by this formula; velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

So when we are dividing displacement by time; we are also dividing the vertical by the horizontal, which happens to be the slope of the graph

Which means that; the slope of a displacement time graph gives the velocity

So here we can take one example in order to understand how we can determine velocity

So let's take this example we know that velocity is equal to slope now in order to determine slope w need two points so here are the two points now the coordinates of the points are (3, 6) and (7, 14)

Now mathematically the slope of graph is given by this formula; velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

So hence the velocity of this body is 2 meters per second

Which means that; the slope of a displacement time graph gives the velocity

So here we can take one example in order to understand how we can determine velocity

So let's take this example we know that velocity is equal to slope now in order to determine slope w need two points so here are the two points now the coordinates of the points are (3, 6) and (7, 14)

Now mathematically the slope of graph is given by this formula; velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

So hence the velocity of this body is 2 meters per second

Now, we take another example in which the slope is slightly different it is downward sloping

So here we can take one example in order to understand how we can determine velocity

So let's take this example we know that velocity is equal to slope now in order to determine slope w need two points so here are the two points now the coordinates of the points are (3, 6) and (7, 14)

Now mathematically the slope of graph is given by this formula; velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

So hence the velocity of this body is 2 meters per second

Now, we take another example in which the slope is slightly different it is downward sloping

Again we use the same formula that the velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

Which means the vertical upon horizontal and we take two points one is (3, 10) and the other is this one (7, 2).

Now mathematically the slope of graph is given by this formula; velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

So hence the velocity of this body is 2 meters per second

Now, we take another example in which the slope is slightly different it is downward sloping

Again we use the same formula that the velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

Which means the vertical upon horizontal and we take two points one is (3, 10) and the other is this one (7, 2).

And when we find the slope of the graph we find that Slope = rise/run = (y2 - y1) / (x2 - x1). = (2-10) / (7-3) = -8/4 = -2 m/s

So hence the velocity of this body is 2 meters per second

Now, we take another example in which the slope is slightly different it is downward sloping

Again we use the same formula that the velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

Which means the vertical upon horizontal and we take two points one is (3, 10) and the other is this one (7, 2).

And when we find the slope of the graph we find that Slope = rise/run = (y2 - y1) / (x2 - x1). = (2-10) / (7-3) = -8/4 = -2 m/s

And as a result the velocity that we get is -2 m/s

Now, we take another example in which the slope is slightly different it is downward sloping

Again we use the same formula that the velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

Which means the vertical upon horizontal and we take two points one is (3, 10) and the other is this one (7, 2).

And when we find the slope of the graph we find that Slope = rise/run = (y2 - y1) / (x2 - x1). = (2-10) / (7-3) = -8/4 = -2 m/s

And as a result the velocity that we get is -2 m/s

So that's how our displacement time graph is useful

Again we use the same formula that the velocity = Slope = rise/run = (y2 - y1) / (x2 - x1).

Which means the vertical upon horizontal and we take two points one is (3, 10) and the other is this one (7, 2).

And when we find the slope of the graph we find that Slope = rise/run = (y2 - y1) / (x2 - x1). = (2-10) / (7-3) = -8/4 = -2 m/s

And as a result the velocity that we get is -2 m/s

So that's how our displacement time graph is useful

It helps us not only in finding out displacement of a body at a given instant, it also helps us determine the velocity of the body

Now let's look at one particular problem

And when we find the slope of the graph we find that Slope = rise/run = (y2 - y1) / (x2 - x1). = (2-10) / (7-3) = -8/4 = -2 m/s

And as a result the velocity that we get is -2 m/s

So that's how our displacement time graph is useful

It helps us not only in finding out displacement of a body at a given instant, it also helps us determine the velocity of the body

Now let's look at one particular problem

In this problem; this is the graph now the graph may look a bit complicated and intimidating at first, but trust me it's not.

And as a result the velocity that we get is -2 m/s

So that's how our displacement time graph is useful

It helps us not only in finding out displacement of a body at a given instant, it also helps us determine the velocity of the body

Now let's look at one particular problem

In this problem; this is the graph now the graph may look a bit complicated and intimidating at first, but trust me it's not.

Whenever something is complicated we break it up into parts. So here in the first part; the body moves with a velocity of 2 meters per second

So that's how our displacement time graph is useful

It helps us not only in finding out displacement of a body at a given instant, it also helps us determine the velocity of the body

Now let's look at one particular problem

In this problem; this is the graph now the graph may look a bit complicated and intimidating at first, but trust me it's not.

Whenever something is complicated we break it up into parts. So here in the first part; the body moves with a velocity of 2 meters per second

In the next part stretching from 3 meter 3 seconds till 8 seconds, the body is at rest because the displacement remains 6

It helps us not only in finding out displacement of a body at a given instant, it also helps us determine the velocity of the body

Now let's look at one particular problem

In this problem; this is the graph now the graph may look a bit complicated and intimidating at first, but trust me it's not.

Whenever something is complicated we break it up into parts. So here in the first part; the body moves with a velocity of 2 meters per second

In the next part stretching from 3 meters in 3 seconds till 8 seconds, the body is at rest because the displacement remains 6

In the third part there's a downward slope which means that the body moves with a negative velocity of 3 meters per second

In the fourth part right from 11 seconds till 19 seconds, the body is at rest

In this problem; this is the graph now the graph may look a bit complicated and intimidating at first, but trust me it's not.

Whenever something is complicated we break it up into parts. So here in the first part; the body moves with a velocity of 2 meters per second

In the next part stretching from 3 meters in 3 seconds till 8 seconds, the body is at rest because the displacement remains 6

In the third part there's a downward slope which means that the body moves with a negative velocity of 3 meters per second

In the fourth part right from 11 seconds till 19 seconds, the body is at rest

In the last part the body moves with a velocity of 1 meters per second

Whenever something is complicated we break it up into parts. So here in the first part; the body moves with a velocity of 2 meters per second

In the next part stretching from 3 meters in 3 seconds till 8 seconds, the body is at rest because the displacement remains 6

In the third part there's a downward slope which means that the body moves with a negative velocity of 3 meters per second

In the fourth part right from 11 seconds till 19 seconds, the body is at rest

In the last part the body moves with a velocity of 1 meters per second

So here we can make these interpretations using the formulas that the velocity is equal to slope

In the next part stretching from 3 meters in 3 seconds till 8 seconds, the body is at rest because the displacement remains 6

In the third part there's a downward slope which means that the body moves with a negative velocity of 3 meters per second

In the fourth part right from 11 seconds till 19 seconds, the body is at rest

In the last part the body moves with a velocity of 1 meters per second

So here we can make these interpretations using the formulas that the velocity is equal to slope

But then what do we know about the bodies journey from this graph so here's the body and here's the path of the body on which the body walks

In the third part there's a downward slope which means that the body moves with a negative velocity of 3 meters per second

In the fourth part right from 11 seconds till 19 seconds, the body is at rest

In the last part the body moves with a velocity of 1 meters per second

So here we can make these interpretations using the formulas that the velocity is equal to slope

But then what do we know about the bodies journey from this graph so here's the body and here's the path of the body on which the body walks

It is in one dimension only.

So here let's look at how the body moves

In the last part the body moves with a velocity of 1 meters per second

So here we can make these interpretations using the formulas that the velocity is equal to slope

But then what do we know about the bodies journey from this graph so here's the body and here's the path of the body on which the body walks

It is in one dimension only.

So here let's look at how the body moves

You'll find that the color of the graph also changes as the body moves.

So here we can make these interpretations using the formulas that the velocity is equal to slope

But then what do we know about the bodies journey from this graph so here's the body and here's the path of the body on which the body walks

It is in one dimension only.

So here let's look at how the body moves

You'll find that the color of the graph also changes as the body moves.

So here in the first part, the body moves with a velocity of 2 meters per second.

But then what do we know about the bodies journey from this graph so here's the body and here's the path of the body on which the body walks

It is in one dimension only.

So here let's look at how the body moves

You'll find that the color of the graph also changes as the body moves.

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

It is in one dimension only.

So here let's look at how the body moves

You'll find that the color of the graph also changes as the body moves.

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second

So in this way we can make very intelligent interpretations about a person's journey also from the displacement time graph

You'll find that the color of the graph also changes as the body moves.

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second

So in this way we can make very intelligent interpretations about a person's journey also from the displacement time graph

So that's about it for the displacement time graph

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second

So in this way we can make very intelligent interpretations about a person's journey also from the displacement time graph

So that's about it for the displacement time graph

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second

So in this way we can make very intelligent interpretations about a person's journey also from the displacement time graph

So that's about it for the displacement time graph

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second

So in this way we can make very intelligent interpretations about a person's journey also from the displacement time graph

So that's about it for the displacement time graph

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second

So in this way we can make very intelligent interpretations about a person's journey also from the displacement time graph

So that's about it for the displacement time graph

So here in the first part, the body moves with a velocity of 2 meters per second.

It is at rest from 3 seconds till 8 seconds and then moves in the opposite direction with the velocity of -3 meters per second

The body remains there right from 11 seconds till 19 seconds and finally slowly moves back to its original position at the velocity of 1 meter per second