Displacement-Time and Velocity-Time Graphs - A Level Physics
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- เผยแพร่เมื่อ 28 ส.ค. 2024
- This video introduces and explains displacement-time graphs and velocity-time graphs for A Level Physics.
Developing your GCSE knowledge of distance-time and speed-time graphs with your new knowledge of their vector equivalents. Displacement is the vector equivalent of distance and velocity is the vector equivalent of speed. The gradient of a displacement-time graph is equal to the velocity of the object. The area underneath a velocity-time graph is equal to the total displacement of an object. We can also use a velocity-time graph to produce an acceleration-time graph.
Thanks for watching,
Lewis
This video is recommended for anyone studying A Level Physics in the following exam boards:
AQA
CIE
Edexcel
Edexcel IAL
Eduqas
IB
OCR A
OCR B
WJEC
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7 years later and still carrying physics students, thank you
i have to tell that ur an AMAZING teacher. u have no idea how helpful you videos are.
Filzah Mahmood Thank you very much.
Thank you very much sir for the lovely lesson
Hey Steve! Me and my friend have had a disagreement. He is saying that your acceleration time graph is wrong. Is he correct? He is saying that it is nota line but acceleration turns positive when the object starts to fall back down.
You and Steve are wrong, Mike from Frey siense lessons is better 🤨
@@bilalsolaiman How is acceleartion both pozitive and negative at the same time? Acceleration will constantly remain the same you silly goose!
god bless you
your videos are helpful
HOW DID U MAKE THE BATON FALL BACK DOWN LIKE THAT OMG
stop motion u simpleton
Firstly, your videos are great and incredibly helpful!
Secondly, I have a little question: For the three graphs drawn at the end, is the object constantly decelerating?
Thanks in advance :)
+Jack Devin Yes it is. If we say that upwards in the positive direction, then as it is always accelerating down due to gravity then it always has a negative (and constant) deceleration.
This is great help! Thank you!!
Hi, how do you convert between a velocity time graph, and a displacement time graph. EG if they give a displacement time graph and say convert it into a velocity time graph, Would I have to calculate the gradient of the displacement time graph then plot a straight line (0 gradient) on the velocity time one?
That's right
Great video! Love the animation too :')
i am always a big fan your videos,
And, got a little question: why do we take the upward velocity as positive most often, even though the ball is being thrown against the direction of gravity?
whay dont we take up wards as negative and downwards as positive ??
There is no reason for it, you can make whichever direction you like as the positive direction.
becoz jis direction mai accleration us dorection ka force bada aur positive
it is not its gravity which is the force acting on it to cause it fall back down but the objects weight which is equal to its mass x gravity
maru aathal eka bro
+abaranappu memasa iṁgrīsi bava
THANKS A LOT
I don’t understand what a negative velocity is
velocity is a vector, so it has a magnitude and direction. If say a car is going straight it has a positive velocity, if it reverses it has a negative velocity
@@drak1559 oh got it thank you
Who have exam tomorrow 😢
At 2:03 don't you mean the total displacement is zero?
3 years later......yes, so anyway how's life
@@aidanthompson5053 hes well into uni now, dam
@@stg1325 1 month later...so he's in uni damn time goes fast wyb how's life XD
@@aidanthompson5053 3 years later ...... How's your life?
@@scooupa about the same really
3:48 why does it have the highest possible velocity at the start ?
Difference is because in the first Velocity Time graph the man is moving at a constant velocity. Straight line… however with a ball, it loses energy due to Gravity, so is is not in a straight line. Velocity is constantly decreasing over time, hence highest velocity is at the start.
Bro just replied to himself 💀
Bro is schrizophrenic lol
provide more examples
They will come in time