Examples of using When x is equal in English and their translations into Polish
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Colloquial
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Medicine
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Ecclesiastic
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Ecclesiastic
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So when x is equal to negative 1,
I said OK, when x is equal to 1, the magnitude of the velocity is 1/2 maybe meters per second,
When x is equal to 2, if you put it into this equation you get y is equal to 0 and that's this point on the line.
Well when x is equal to pi over 2,
So when x is equal to 5, this term is 0,
So the x-component is 0 when x is equal to 1, these are just the roots of this polynomial, when x is equal to 1 or 2, right?
of this line, when x is equal to 0, what's y?
I just wanted to show you that when x is equal to 0.3, y is equal to 0.3,
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?
So let me confirm that. So p of 0 is equal to f of 0 plus, well when x is equal to 0, that's 0,
And when x is equal to 2-- I could have picked any points,
But the way to really think about it is now if you go to x is equal to 5, when x is equal to 5, this whole term, x minus 5, will behave just like this x term will here.
here this is kind of a plain vanilla point; when x is equal to 1.5 that's maybe right over here.
because x is 0-- is equal to-- so this is, when x is equal to 0, what is y?
but all this is saying is let's say when x is equal to negative 5,
So y is equal to 2 when x is equal to 0.
So when x is equal to 0, y is equal to 1.
Or when x is equal to 0, y is equal to 1.
So when x is equal to 0, y is equal to minus 1.
So let's see where it's defined when x is equal to 4.