Examples of using The vector 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
And then the second, where we're taking this operator cross the vector field.
Despicable Me The vector\'s house.
Maybe I will call it the vector-- maybe I will call that the vector b prime.
So the neat thing about this identity matrix that we have created is that when you multiply it times any vector, you got the vector again.
All of the-- if you think of it as force or velocity of the vector field-- is going to be applying translation to objects in that field.
Let me define p of t to be equal to the length of the vector t times the vector-- some scalar t times the vector y minus the vector x.
Or we could say that a, the vector a is equal to the transformation T with the composition of T with.
Let's say we have the vector a, which I will define as-- let me just says it's 2, 1.
Our vector u, our unit vector that defines this line, is equal to the vector 2 over the square root of 5 and 1 over the square root of 5.
So the curl, you might guess, is equal to the cross product of our Dell operator and the vector field.
Is equal to-- because this is just the identity transformation-- so it's just equal this one, T-inverse of the vector a plus T-inverse of the vector b.
Looks--but we said this curl, you could view it as a cross product of our del operator and the vector field.
Well, what if a and b were the vector-- let's say the vector 2, 2 was a,
Let's say I have the vector-- and this one will be a little bit obvious-- 7, 0, so that's my v1, and then I have my second vector, which is 0, minus 1.
Well, x is just a constant, so it's going to be-- well, we can just put the i out front, but eventually we want to write our magnitude before the vector--so it's i times the partial of this with respect to y with our constant.
So the length of the vectors are just the magnitudes of the x, y, and z components.
Standard position is just to start the vectors at 0, 0 and then draw them.
Let's say I have the vectors-- let me do a new color.