Examples of using To the span in English and their translations into Polish
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Financial
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Official/political
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Programming
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Computer
So this is equal to the span of U1.
So V is equal to the span of the vectors minus 1, 1, 0, and the vector minus 1, 0, 1.
So this is going to be equal to the span of u1 and y2.
V2 is equal to the span of v1 and v2, which is the same thing as the span-- anything that's spanned by v1 is also spanned by u1-- the span of u1 and v2.
And then if you put-- so this is equal to the span of U1, U2, and U3.
If we define V3 as equal to the span of these guys, U1, U2, and then, in our original basis, V3.
Walking on the panels can be, butthat the wooden stairs at right angles to the span should be routed.
So let's say V is equal to the span of the vector 1/3, 2/3, and 2/3.
And let me just call my plane, this plane, let me call it, it's going to be some subspace V in R3,which is equal to the span of v1 and v2.
Or you could say this is equal to the span of the vector minus 1 and 1.
So we could write that the eigenspace for the eigenvalue 5 is equal to the span of the vector 1/2 and 1.
And if I have some subspace, let's say that B is equal to the span of v1 and v2, then we can say that the basis for v, or we could say that B is an orthonormal basis. for V.
Then the column space of A is just equal to the span of a1, a2, a3, a4, and a5.
When we were taking the projection of x onto some line,where L is equal to the span of some unit vector, where this had a length 1.
Or we could say that v is equal to the span of v1, v2, all the way to vk.
So if I talk about the span-- so let me write out this-- V is equal to the span of these guys, v1, v2, all the way to vk.
Or another way to say it is that the eigenspace for lambda is equal to minus 3 is equal to the span-- I wrote this really messy-- where lambda is equal to minus 3 is equal to the span of the vector minus 2, 1, and 1.
So this green vector I added isn't going to add anything to the span of our set of vectors and that's because this is a.
Just like our boards. Just a little too short to span the space between the two beams there.
Yeah, but I don't think these are long enough to span the distance between those two beams.
Calculating a global alignment is a form of global optimization that"forces" the alignment to span the entire length of all query sequences.
Network to span the globe, the continents and markets.
Construction of a bridge as part of the ring road, to span the river, municipal road and internal roads;
Should you want the volume to span 2 or more disks, repeat this process on each of the disks.