Bravo! un Ellisse proprio bello; tuttavia sul terreno ,se vorrai tracciarlo, non ti verrà molto bene perché non potrai usare il curvilinea. Occorrerà tracciare il rettangolo in cui è inscritta l'ellisse , e la curva per punti di cui devi calcolare le coordinate riferite agli assi (a ; b); secondo le formule; 𝐲=√ [1-(x/a)^2]b^2. ed x=√[ 1-(y/b)^2]a^2 In un mio esercizio ho trovato che l'ellisse più bello da vedere è quello che ha gli assi in rapporto a/b=16/9 e con eccentricità e=√7 ≃ 2,646.. Cordialità da Joseph li 4 agosto 2020
Hello Joseph, I was able to translate your feedback so I could comprehend what you are trying to communicate. Thanks for reaching out, I really appreciate 🙏. I think I perfectly understand the point you are trying to make which is absolutely correct👍. However, there is also the rectangle method of constructing an ellipse which I treated in one of my videos (u might wanna go through it). These are actually "construction methods" of obtaining an elliptical shape which are also derived mathematically as you have clearly pointed out. It is similar to either applying the graph method or the factorisation method to finding the roots (answers) of a quadratic equation. In this case the graph method is similar to construction while the factorisation method is similar to calculation... Just an illustration to help me pass the message. ☺ The eccentricity of an ellipse is always less than one (1), 3/2 to be precised. Thanks my friend 🤝
Chidera thanks for reaching out... I will treat that on my next upload. Make sure you subscribe to my channel and turn on the notification button. Bless you. ✌️
Promising work bro. Thanks a lot
Uwlc... Thanks for the feedback 👍
Easily understood👍
Thanks 🙏🏾
Thanks for the video helped a lot for👌 but please make the video clear next time
You're welcome 👍.
Noted
Wah bhai moj kar di
oh vaah, mujhe khushee hai ki aapane kiya. yahaan rukane ke lie shukriya.👍
Thank you...
You're welcome 👍
This is so gorgeous🥰🥰
Preciate boss 🙏🏾
Thank you
You're welcome 👍🏼
Kindly make videos on auxiliary views please!!!
Yeah I sure will.. Thanks 👍
Thank you so much
You are welcome @Robinson Chukwu👍
Thank u so much👍📌
You're welcome 👍
Subscribed ✅
Thanks alot 🌟🌟🌟🌟🌟👌👍
Thank you very much sir
You're welcome 👍
thanks
You're welcome 👍
❤
Sir pls is it also known as conjugate circle method?
Oh well I wouldn't know... Never heard it pronounce that way, maybe just maybe. But I know of Auxiliary circle or concentric circles method.
Bravo! un Ellisse proprio bello;
tuttavia sul terreno ,se vorrai tracciarlo, non ti verrà molto bene perché non potrai usare il curvilinea. Occorrerà tracciare il rettangolo in cui è inscritta l'ellisse , e la curva per punti di cui devi calcolare le coordinate riferite agli assi (a ; b); secondo le formule; 𝐲=√ [1-(x/a)^2]b^2. ed x=√[ 1-(y/b)^2]a^2
In un mio esercizio ho trovato che l'ellisse più bello da vedere è quello che ha gli assi in rapporto a/b=16/9 e con eccentricità e=√7 ≃ 2,646..
Cordialità da Joseph
li 4 agosto 2020
Hello Joseph,
I was able to translate your feedback so I could comprehend what you are trying to communicate. Thanks for reaching out, I really appreciate 🙏.
I think I perfectly understand the point you are trying to make which is absolutely correct👍. However, there is also the rectangle method of constructing an ellipse which I treated in one of my videos (u might wanna go through it). These are actually "construction methods" of obtaining an elliptical shape which are also derived mathematically as you have clearly pointed out.
It is similar to either applying the graph method or the factorisation method to finding the roots (answers) of a quadratic equation. In this case the graph method is similar to construction while the factorisation method is similar to calculation... Just an illustration to help me pass the message. ☺
The eccentricity of an ellipse is always less than one (1), 3/2 to be precised.
Thanks my friend 🤝
Please how to find tangent point
Chidera thanks for reaching out... I will treat that on my next upload. Make sure you subscribe to my channel and turn on the notification button.
Bless you. ✌️
Thank you
Uwlc👍