Can someone please explain, if you can how the length of a vector, which is 1D “a line” (length of cross product vector) can be equal to the area which is 2D (2d space includes more information width and length)?
This video, like every video of cross products on RUclips(save 3b1b), is a waste of time. There’s no ‘understanding’ here, only demonstration of how to do calculations, no intuition…
Beautifull. Now onwards I will not forget
Great work 👌
I would suggest to check essense of linear algebra series to understand completely
Excellent ..
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I have not any idea but I watch your videos full stay connected
Jazakillah .
Great 👍
Great sharing
Good job
Great
Entertaining but I suggest you give geometric algebra a try.
Can someone please explain, if you can how the length of a vector, which is 1D “a line” (length of cross product vector) can be equal to the area which is 2D (2d space includes more information width and length)?
A cross product is between two vectors. So two 1D vectors give a 2D vector. Hope it helps
Wow
Thanks and stay connected
👍
You call thi intution 😂😂😂😂
This video, like every video of cross products on RUclips(save 3b1b), is a waste of time. There’s no ‘understanding’ here, only demonstration of how to do calculations, no intuition…
Will try to make a better video in future.
d n
Thank u
Mai ne bhi kr diya ha