Examples of using This vector in English and their translations into Polish
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Financial
-
Official/political
-
Programming
-
Computer
Well, you might want to review some of your vector algebra but we're essentially just going to get this vector.
Which is equal to the vector 27/13 and then minus 18/13, which is this vector right here.
And for lambda equals 1, it's the span of this vector, which is minus 1, 1.
so we're saying that I is the set of this vector x plus t times this vector b minus a here.
No matter what I multiply this vector by, you know, some constant
I could have substituted this vector as being 1/2 times this,
If I am trying to add up to this vector, the only thing I have to deal with is this one,
So this vector is the partial derivative of z with respect to x times the i unit vector at that point.
I'm adding this vector to this vector right here.
So when x is equal-- I will just sample some points and draw some vectors--when x is equal to 1-- let's say x is 1 there--what's the magnitude of this vector?
how fast we're changing from this vector to that vector in terms of t,
because this vector is just a multiple of that vector.
if we call this vector 2, is equal to vector 3.
And that actually makes a lot of intuitive sense. That if I look at any dr, so let's say I look at the change between this vector and this vector. Let's say the super small change right there,
So if you add multiples of this-- multiples of that could stretch out like that or could go negative like that-- to this vector 5, 0, you're essentially going to-- let me see if I can draw this neatly-- you're going to end up with a solution set that looks like that right there.
that means that any vector can be represented by a linear combination of this vector and this vector,
Construct a line by this vector.
It's the length of this vector.
Let me draw this vector field f.
So that's the length of this vector.