Examples of using This row in English and their translations into Turkish
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
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Programming
Dump this row.
This row. Let's go!
And what about this row?
This row. Let's go.
All right, this row.
This row right here.
I will use this row.
This row, turn to your right.
All right, I'm gonna go down this row.
It's in this row, sweetheart.
I'm gonna paddle yourass when I find you. I will use this row.
I'm going to replace this row with that.
Then this row times this column.
I will get five digits: one, two, three, four. Oh, I did this row already.
Because this row, row 1, column 2.
So how do I get a 0 here?What I could do is I can replace this row with this row minus this row. .
So to get this row 1, column 1 element, what do I do?
This row's reserved for the faculty and important members of the student body.
Then finally, this row times this column.
This row times this column, so minus 1 times 3, it's minus 3, 3 times minus 2 is minus 6.
Why don't I add this row to 2 times that row. .
Um… This row and this column equal identical sums.
And what I'm going to do,I'm going to replace this row-- And just so you know my motivation, my goal is to get a 0 here.
Well this row right here,this third row, it has 0 and 0-- it looks a lot like what I want for my second row in the identity matrix.
So when I do that-- so for example, I could take this row and replace it with this row added to this row.
We multiply this row vector times this column vector to get row 1, column 2, right?
Just replace this row with this row plus the first row. .
Let's replace this row with this row minus 2 times that row. .
Now we're going to take this row and multiply it times each of these columns. So 2 times 3, that's 6, plus minus 10, so that's minus 4, right?
But if you cross this row and this column out, you're just left with this 0, this 1, this 1, and this 1.