How to remember the transformation matrix for Rotation without memorizing them
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- เผยแพร่เมื่อ 7 ก.ย. 2024
- Playlist : • How to remember the tr...
To memorize the transformation is very hard, every O-Level candidate knows that. After seeing this video you will never be thinking about that anymore.
#O-Level Mathematics
You are a master my friend. Am doing level 2 Further Maths in the UK, but just could not remember these damn matrix transformations. Your videos are fantastic, a real life saver, and I will be sharing with my friends! Have a great day
Kieran
Thank you very much. Wait for other tricks I am going to share.
veryyyy helpful, im so grateful to you for making these videos!
Oh zaianb you are here wooooooooooooooo I guess you saw this vidoe for your o levels maths
Wow Sir I found your video organically when looking for transformations!
Congratulations on the 12.3k subscribers and thank you for teaching me maths even now!
Thanks when you started with the sketch,it becomes so easy and I got to understand
You literally saved my sorry life sir
Thank you very much. Glad to know that you have a thankful and Sorry-Free life now.
Even though am watching it after 2 year ...i can still say its lovely😍
Thank you.
Hey just wanted to say thanks a lot😣😍your videos are the reason why l got an A* in olevel maths. This is honestly one of the best study channels out there😍Really hope you would be making Alevel contents too😍
Glad to know it helped you.
It is worth for me to sign in just to hit the like button
Thank you.
Thank you so much for making this easy!
I can remember the rotation matrix formulas now ♥️♥️♥️
Have you checked the reflection matrix one yet?
You are an amazing teacher! Many thanks!
WOW. That was great trick. Thanks for sharing.
I realy like this this has never been taught to me. Beautiful 🎉
Thank youuu, it's my exam today and these helped a lottt
Glad to know that. Good luck.
preciate the video boss
Sir, what about translation and enlargement matrices. Please upload these also. And thatnkyou so much rotation and reflection matrices were extremely helpful. :))
There shouldn't be 90° as clockwise that is anticlockwise in 4th quadrant
I was thinking the same icl
Very very helpful sir,,bravo!
Thank you so much for the explanation sir. Hope to ace the quiz tomorrow.
Good luck
LISTEN, THIS IS THE BEST VIDEO ON TH-cam
Thank you so much!!!! Really helpful
sir youare saviour
THANK YOU SO MUCH
thank u very much sir, i m rlly doing welll now becuz of ur help
Thank you for this
Thank you soooo much
i have my o level math p1 after 1 day and you just made things easier for me.
I know. Wish you all the best on your O-Level Exam.
Thanks a lot
great video man
thanks for it
its a life saver
thank you so much!!!
very helpful
THAT IS FUCKING GENIOUS
very helpful sir Keep it up!!
u r ... a king. THANK u
Wow. Thank you very much. I am glad it helped you.
Thank you very much! 😘
Thanyousomuchhh
You are welcome.
You lovely lovely man,
Thank you so much.
Its so helpful thank you so much!!!!
You are welcome.
Because of u I can get good grades....very thankful to u
You are doing all the hard work. Glad to hear I was the help you needed.
If the examiner gives us a triangle to rotate with any one of the matrix above, can we definitely say that the centre is 0,0? Or it can be any point for example (3,5)?
Do the above matrices only apply for origins rotations?
yes it can be any point but for example, you only get the positional vector(1,2) by using the matrix,which is translation of 1 unit right and 2 unit upwards from the point that you have given(3,5) for the time being,you have to think the point as the origin.
good trick but just remember sin, cos matrix Nah. you can put theta value for any angle transformation.
thank you
elaborate please
can you elaborate?
@@kaziyousra892 rotation matrix is given by
R=[ cos(t) sin(t) ]
[ -sin(t) cos(t) ]
Now, 1. For 90° ac rotation,i.e, +90° rotation,
R= [ 0 1]
[-1 0]
2. For 90° c.w. rotation, i.e, -90° rotation, (as sin(-90°)=-1),
R=[ 0 -1]
[1 0]
And 3. For 180° ac rotation, i.e, +180° rotation, cos(180°)=-1 & sin(180)=0. So,
R= [ -1 0]
[ 0 -1].
Replying too early 😜
@@straxsa @Kazi Yousra rotation matrix is given by
R=[ cos(t) sin(t) ]
[ -sin(t) cos(t) ]
Now, 1. For 90° ac rotation,i.e, +90° rotation,
R= [ 0 1]
[-1 0]
2. For 90° c.w. rotation, i.e, -90° rotation, (as sin(-90°)=-1),
R=[ 0 -1]
[1 0]
And 3. For 180° ac rotation, i.e, +180° rotation, cos(180°)=-1 & sin(180)=0. So,
R= [ -1 0]
[ 0 -1].
Replying too early 😜
Thankyou sir.😊
What if it"s some other degrees say 60?what will be the solution?
Nic video
Me two days before an exam T.T Thank u so much!
You are welcome.
Are there tips for 3D rotation matrix?
the 90⁰ clockwise rotation isn't clockwise rotation though.
i was thinking the same thing icl
I’m trying to know how to memorize the rotation rules but I just cant
👏👏👏
Hello Sir,
I am trying very hard to contact you through Facebook but still no reply from you. I really need help.
Please reply!!!
👍
i love you
180 is anticlockwise or clockwise
It's the same thing
Where is 270
Thank you sir this was disturbing me alot
I have a formula for them
Care to share it.
easier way: don't use matrices lol
use a bivector, then you dont even have to remember anything
Guys i taught the indian guy
OMG. The best tips ever. Thank you.
👍