Examples of using Negative direction in English and their translations into Polish
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We're approaching 2 from the negative direction.
Do I want to go in a negative direction or do I want to go in a positive direction? .
So this is the negative 2 from the negative direction.
But let's see what happens as we approach from the negative direction, or as we approach from values less than negative 2, or as we approach from the left.
So we're getting closer and closer to 0 from the negative direction.
And as x approaches 0 from the negative direction, y approaches negative infinity.
So this would only be true if we were approaching from the negative direction.
Let's think about the limit as x approaches 0 from the negative direction of f of x, or the limit of f of x as x approaches 0 from the negative direction.
I am receiving a lot of reports that everything is heading in a negative direction.
Well, let's look: our function f(x)as we approach zero from the negative direction- I'm using a new color- as we approach zero from the negative direction.
And now what's the limit…the limit of f(x) as x approaches one from the negative direction?
It would also be good to stop using all the words andphrases which have a negative direction and replace them with their positive equivalents, for example.
But if we take the limit, this does not equal, does NOT equal, the limit of f(x)as x approaches c from the negative direction.
Next question: limit of f(x)as x approaches zero from the negative direction is the same as limit of f(x) as x approaches zero from the positive direction. .
If it rotates in the other direction, you will have the negative direction of curl.
For approaching one from the negative direction, when x is right over here, this is f(x)… when x is right over here, this is f(x)… when x is right over here, this is f(x) and we see that the value of f(x) seems to get closer and closer to zero.
Well, let's think about the limit as x approaches three from the negative direction, from values less than three.
Points can then be located with reference to the origin by giving their numerical coordinates-that is, the positions of their projections along each axis,either in the positive or negative direction.
So we can say the limit of f of x as x approaches 0 from the negative direction is equal to negative infinity.
What appears to be the value of the one-sided limit, the limit of f of x-- this is f of x-- as x approaches negative 2 from the negative direction?
So in this case, the limit-- let me write this down-- the limit of f of x,as x approaches 2 from the negative direction, does not equal the limit of f of x, as x approaches 2 from the positive direction.
And so what we see here is that this gets more and more-- becomes larger and larger numbers in the negative direction.
The limit of f(x)as x approaches from the negative direction… the limit of f(x) as x approaches zero from the negative direction, we see that we are getting closer and closer to one; as x gets closer and closer to zero f(x) gets closer and closer to one, so this is also true.
Now let's look at this statement: the limit of f(x)as x approaches zero from the negative direction is equal to one.
This level of detail prevents inaccurate sorting news on negative, neutral, positive,taking into account the sentiment degree in both positive and negative direction and also the amount of information presented- comprehensive news and a brief mention will not be reflected in the analysis equally.
In general you could say that we are out from 7am until 8pm but this can differ a lot,both in positive and negative direction.
So let's think about first the limit… the limit, as x approaches three…as x approaches three, the limit of f(x)… as x approaches three from the negative direction and all this notation here- I wrote this negative as a superscript right after the three- says.
A line goes on forever in two directions, butthat really means a positive and a negative direction of the same dimension.
And so the way we would denote that is the limit of f of x, as x approaches 2-- and we're going to specify the direction-- as x approaches 2 from the negative direction-- we put the negative as a superscript after the 2 to denote the direction that we're approaching.
So I would say that it looks-- at least, graphically-- the limit of f of x,as x approaches 2 from the negative direction, is equal to 4.