Examples of using Null space in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
That was pretty straightforward, a lot easier than finding null spaces.
And that might seem a little bit confusing, hey, why are you even writing this out, but it's the actually very useful when you're trying to calculate null spaces.
Or, only matrices that have a determinant of 0 have non-trivial null spaces.
Or not even the null spaces, let's just explore the equations Ax is equal to-- let me write it this way-- instead of x let me write x1, x2, x3, x4, x5 is equal to 0.
And this is our null space.
And then what was our null space?
So that was our null space right there.
Our null space we figured out in the last video.
So let's take some member of our null space.
So this will be some special member of your null space.
This is our left null space of A or the null space of our transpose.
So the left null space is a span of 2, 1.
Plus some homogeneous solution, so some member of the null space.
What is that the dimension of my null space of B?
So the null space of this matrix is the eigenspace.
If my null space includes other vectors, then I am not.
That right there is the null space for any real number x2.
So let's figure out what the null space of A is.
Any scale or multiple of 3, 1 is the null space.
Where this guy right here is a member of the null space.