Examples of using Never intersect 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
They will never intersect.
It never intersects the x-axis.
And that's why they never intersect.
They will never intersect with each other.
And notice that line C and line A never intersect.
That tells us that they will never intersect; that they're sitting in the same plane.
But they are two lines that never intersect.
So they will never intersect, so there is no solution to this system of equations.
These two planes, clearly they will never intersect.
Like your paper or like the screen never intersect, they stay the same distance apart, then we are talking about parallel lines.
So two lines that sit in a plane that never intersect.
And they never intersect! They never intersect. So they're on the same plane but they never intersect each other.
But you just have to say OK, these lines will never intersect.
If those two things are true, their not the same line, they never intersect, they can be on the same plane, then we say that these lines are parallel.
Lines have the same equation, they're going to be parallel and they will never intersect.
So it's really just two lines on a plane that never intersect each other.
And just as a bit of review, if you have never seen this before, parallel lines, they never intersect.
Its vertex is below the x-axis and it's downward-opening, so it never intersects the x-axis.
If you assume that I drew it straight enough and that they're going in the exact same direction, they will never intersect.
But they're on the same plane and you can view this plane as the screen of your computer right now or the piece of paper you're working on that never intersect each other and they're two separate lines.
We see the discriminant is negative, there's no solution, which means that these two guys-- these two equations-- never intersect.