Voorbeelden van het gebruik van This rectangle in het Engels en hun vertalingen in het Nederlands
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Colloquial
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Official
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Ecclesiastic
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Medicine
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Financial
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Computer
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Ecclesiastic
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Official/political
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Programming
So that is this rectangle right over here.
We will create a'tile' from this rectangle.
Does this rectangle have no fill and no stroke?
But let's just call the base of this rectangle dx.
On this rectangle I made a background for my images.
So what is the perimeter of this rectangle going to be?
I have this rectangle here and I want to figure out its area.
Draw a horizontal line in the middle of this rectangle.
This rectangle will serve as the top surface of your 3D drawing.
Draw a horizontal line in the middle of this rectangle.
And this rectangle has two of our original triangles in it.
Draw a horizontal line in the middle of this rectangle.
So the area of this rectangle is, indeed,
That the area of the triangle equals the area of this rectangle.
This rectangle build-in burner has a size of 30 x 60 cm.
So you could imagine that being this rectangle right over here.
Let this rectangle be positioned in a way that the logo is outside of it.
Now, you could probably figure out what the area of this rectangle is.
And then the height of this rectangle is going to be f of x, at that point.
Then perform a low flying search inside the area formed by this rectangle.
One‘square' of this rectangle is a slightly darker shade of green.
And that's pretty straight forward but the slightly more interesting thing is is that's exactly the area under this rectangle right over here.
However they are inside this rectangle.- You can conclude that it was indoors.
This rectangle extends directly from the edge of the slider,
So once we have figured out the volume-- so that will give us the volume above this rectangle right here--and then we want to add up the dy's.
So we have this rectangle right over here,
We need to rotate this rectangle to match the image on the topo map.
This rectangle is also semi-transparent,
We could also call this rectangle a square, since it has the same width and height.
This rectangle must not contain any significant obstacles,