Examples of using This rectangle in English and their translations into Arabic
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Colloquial
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Political
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Ecclesiastic
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Ecclesiastic
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Computer
And the area of this rectangle is 15.
So you could almost view it as it's 1/2 of this rectangle.
Outside this rectangle bath, and inside- oval.
And then how high is this rectangle?
This Rectangle Green Tea Cardboard Box Packaging.
Tom put all my records into this rectangle!
So imagine that this rectangle I'm drawing here represents all of the outcomes.
Well I figured out the area of this rectangle, right?
And this rectangle, which is 4 x 3, you have seen a lot of times.
To figure out the area of this rectangle we need to know its height.
This Rectangle PET Clamshell Packaging is designing for your product.
It's going to be unwinded, it's going to look like this rectangle.
Let this rectangle be positioned in a way that the logo is outside of it.
Welcome for your order of this Rectangle PET Clamshell Packaging.
If we didn't put that1/2 we would be figuring out the area of this rectangle right there.
Snip down the center of this rectangle forking at either end to the corners.
And that's pretty useful because now wehave figured out the length of the entire base of this rectangle right over there.
If I were to rotate this rectangle around the x-axis, what do I end up with?
And so, we just put all the components of theinterface based on the golden ratio that formed this rectangle.
So we have this rectangle right over here, we call it, the length of AB is equal to 1.
Do you like a generous structure and beautiful mirror? This rectangle Vanity Table Mirror can reach your requirement.
And that's pretty straight forward but the slightly more interesting thingis is that's exactly the area under this rectangle right over here.
B/ The population growth rates for the countries in this rectangle grew between 1970 and 1980(first arrow), and also grew between 1980 and the early 1990s(second arrow).
So the area of rectangle ABCD is equal to thenumber of 1-by-1 squares we can fit on this rectangle.
C/ The population growth rates for the countries in this rectangle remained the same between 1970 and 1980(first arrow), and fell between 1980 and the early 1990s(second arrow).
Now this transformation has doubled the area of the original figure, and therefore we have justlearned that the area of the triangle equals the area of this rectangle divided by two.
A/ For example, the population growth rates for the countries in this rectangle grew between 1970 and 1980(first arrow), and also grew between 1980 and the early 1990s(second arrow).
If I take this change in time, right,which is kind of the base of this rectangle, and I multiply it times the velocity which is really just the height of this rectangle, what have I figured out?
B/ For example, the population growth rates for the countries in this rectangle remained the same between 1970 and 1980(first arrow), and fell between 1980 and the early 1990s(second arrow).
This White Rectangle Coated Paper Box.