Warning/ headsup. Make sure your calculator is in Degree mode/ Deg mode so you can get the correct answer when it comes to arc tan/ tan-1(4/3) to ensure your calculator is set up right, if the answer was a 0.xyz (whatever xyz may be) then you are in the wrong mode. So far from my attempts Deg mode works in all quadrants.
Clearly explained base of Two-dimensional Fourier transform! Greatfull to see simply and direct path how to transforme Cartesian coordintes to Polar coordintes. Before I assume that the function F (x, y) obeys the Dirichlet conditions and the space of the primarly transformed Cartesian coordintes is two-dimensional like original space. Also given Polar coordintes is so good transform by You in circular symmetry where the element of area in the integration can be seen directly or from the Jacobean. We can add it to acknowledging to terms such as "green" and "sustainable" to find the azimuth we select and draw a line from the center of the circle until circle extrmity and measure the angle from the north in a clockwise direction. This is some kind of my idea how to impact Fourier transformation to find sun altitude by sun trajectory and impact of the solar radiation on urban enviroment such as water storage and waveing.
This is fantastic stuff. The other elephant in the room would be why anyone would use polar over Cartesian? What conditions would give one or the other priority when looking to solve a problem?
when i would want to solve equations involving fields(electric/ magnetic /gravitaional) which are usually radial, polar system would make things easier for me
So sir, when we have plotted the Cartesian coordinates then we just simply have to draw a diagonal line from the coordinate towards 0 coordinate to form an angle? And the line is r and the angle is theta?
Let x and y be cartesian coordinates of plane while r and s are poolar coordinates. show that x= rcoss , y= rsins is a C^1 coordinate transformation for r
Here are few playlist: Let me know if that helps. Thanks th-cam.com/play/PLJ-ma5dJyAqqJlbFcF2eqINDAvKOvTDAe.html th-cam.com/play/PLJ-ma5dJyAqpAbd-WWlrB1i57kSMnqElQ.html
that handwriting is fire
It was really helpful sir! And I really like your handwriting :)
Thank you! This was really straightforward and easy to understand, and probably saved my grade haha.
Wow, it was really easy. And I was worrying too much for nothing. Thank you very much, sir for explaining it in such an easy way.
Thanks. Here is a related Playlist: th-cam.com/video/q2NHqoybxWw/w-d-xo.html
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@@MathematicsTutor Thank you again, sir.
Now I know this that my teachers in school can't teach, thank u so much❤️
yeah it has been great hope it will save me in the upcoming exams
Thanks and All the Best!
thank you Sir, very helpful
Nice sir you are really too good
Thank you
Very well explained! Thank You!
Thank you, sir. 😊
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Warning/ headsup.
Make sure your calculator is in Degree mode/ Deg mode so you can get the correct answer when it comes to arc tan/ tan-1(4/3) to ensure your calculator is set up right, if the answer was a 0.xyz (whatever xyz may be) then you are in the wrong mode. So far from my attempts Deg mode works in all quadrants.
Best video and make more videos of coordinates geometry
Thank u so much i really like ur video
love this guy
Wow sir really amazingly u teach for us.
Great explanation. Thank you!
Hi
@@santoshmhatre2914hi
Clear explanation ✌
Helpful contet
thanks ❤
Thanks for appreciation
Clearly explained base of Two-dimensional Fourier transform! Greatfull to see simply and direct path how to transforme Cartesian coordintes to Polar coordintes. Before I assume that the function F (x, y) obeys the Dirichlet conditions and the space of the primarly transformed Cartesian coordintes is two-dimensional like original space. Also given Polar coordintes is so good transform by You in circular symmetry where the element of area in the integration can be seen directly or from the Jacobean. We can add it to acknowledging to terms such as "green" and "sustainable" to find the azimuth we select and draw a line from the center of the circle until circle extrmity and measure the angle from the north in a clockwise direction. This is some kind of my idea how to impact Fourier transformation to find sun altitude by sun trajectory and impact of the solar radiation on urban enviroment such as water storage and waveing.
Very nice sir...
Thank you sir this video so helpfully for me!
Thanks
Thanks man
Sir, I thank you a lot for your video coming to my search feed I understood it easily without confusion
Sir You Are Legend ❤️
Thank you so much sir!
god bless you man
Thanks. Best Wishes for you and Your Family
Love you sir from india❤❤
Thank u
Thank you!! Very helpful for studying for finals!!
This was very helpful
Should I have missed my physics lesson to watch this video I'd have had ZERO regrets.
If i would be there
A tight hug will be thrown on you
Receive my blessings
greattttttttttttttttttttttttttttt
Thankyouu 🙏
thank you so much. Bless you
Thanks. Here is related playlist: th-cam.com/video/q2NHqoybxWw/w-d-xo.html
This is fantastic stuff. The other elephant in the room would be why anyone would use polar over Cartesian? What conditions would give one or the other priority when looking to solve a problem?
when i would want to solve equations involving fields(electric/ magnetic /gravitaional) which are usually radial, polar system would make things easier for me
And when trying to rotate a point
Thanks sir ❣️❣️❣️
Thank you Sir
I'm not sure if you mentioned it, but 3, 4, and 5 is an 30, 60, 90 triangles via Pythagorean.
3, 4, 5 will not form 30-60-90 degree triangle.
@@MathematicsTutor My bad, it is just a relationship of the sides and has nothing to do with the angles.
Thankbypubso much. i was dying here a bit ago🥺🥺🥺
Thank you sir
Best explanation
Thanks for appreciation.
Here is a related video: th-cam.com/video/q2NHqoybxWw/w-d-xo.html
So sir, when we have plotted the Cartesian coordinates then we just simply have to draw a diagonal line from the coordinate towards 0 coordinate to form an angle? And the line is r and the angle is theta?
Let x and y be cartesian coordinates of plane while r and s are poolar coordinates. show that x= rcoss , y= rsins is a C^1 coordinate transformation for r
r>0
Which pen did you use ?
Thank you anil, your hand writing is nice.
the video is very helpful but make another video on converting cartesian equation to polar form
Thanks for the suggestion. Will do so. Here is one: th-cam.com/video/QbR7TGqXjeY/w-d-xo.html
Here are few playlist: Let me know if that helps. Thanks
th-cam.com/play/PLJ-ma5dJyAqqJlbFcF2eqINDAvKOvTDAe.html
th-cam.com/play/PLJ-ma5dJyAqpAbd-WWlrB1i57kSMnqElQ.html
In which quadrant this point lie (2, 0, 4)
How to convert negative number... Plz give me video link sir
Here is a Playlist: th-cam.com/video/q2NHqoybxWw/w-d-xo.html
Thanks
Sir what if the point is in second or fourth quadrant???
Good question. Here is a video that can help. th-cam.com/video/q2NHqoybxWw/w-d-xo.html
Thanks
Why have you taken inverse of tan?
that’s how you get theta.
Give me the link that "explain the jacobian transfer from one coordinate to another coordinate'
have none. Thanks
what if the x is zero?
شكرا طالبة سادس
What if x is 0 and what if y is 0
what
Playlist for more: th-cam.com/video/q2NHqoybxWw/w-d-xo.html
The worst explaintion I have ever heard.....
Thanks
Thank you
thank you sir
Thank you sir