Examples of using Two angles 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
Fold the other two angles.
If I have two angles-- let me draw it like that.
Perelistnite and pull the other two angles. Turn.
Now we know two angles of a triangle.
This means that you have an angle, and then the side between the two angles.
And now if I had two angles within that.
If two angles of a triangle are equal, the sides opposite the angles are equal.
Now we see that we have two angles of a triangle.
If we know two angles of a triangle, what can figure out about the third?
Offset dies-a combination punch and die set that bends two angles in one stroke to produce a Z shape.
So if I have two angles, two lines that intersect like this.
Offset dies-a combination punch and die set that bends two angles in one stroke to produce a Z shape.
When two angles kind of combine, go halfway around the circle-- or they combine, kind of form a line.
Well, this angle's easy, right, because we know two angles of this triangle, so we could figure that out.
If you have two angles of a triangle, you can figure out the third angle because they need to add up to 180.
And then you would say, OK, therefore you cannot have two angles that are more than 90 degrees or two angles that are obtuse.
Line segments or rays, but if you view them as rays, then they both share the ray BA, and when you have two angles.
But if we have two angles that add up to that-- so let's say.
And like wise, if you had a triangle that had length 9 here and length 6 there but you did not know, you did not know that these two angles are the same.
Cause if you know two angles for a triangle, you know the third.
But if x plus y are equal to 180 degrees-- and you can see that it makes sense that they do-- if you add the two angles you go halfway around a circle.
Learned that if you have two angles that are congruent, or if the measures are the same.
So let me draw the angle, so if you look at the arc that subtends the angle that seems like a fancy word and that's just talking about the arc along the circle that intersects the sides of theses two angles.
So you can choose between two angles for your pet to be comfortable at climbing it.
And we also had Angle-Side-Angle in congruence but once again, we already know that two angles are enough so we don't need to throw in this extra side.
So now if I have two angles here-- so let's say that this is x and this is y-- what do x and y add up to?
And thats actually a general idea and ill do i t on the side here just to prove it too you. if i have lets say these two angles lets say the measure of that angle is a, of that angle is b, the angle of this measure we know is going to be 180 minus a minus b, thats this angle right over here.
So for example, let us take two angles here, angle BAC, and let's say over here, I have angle XYZ when you look at these angle XYZ is more open while this angle is more closed, compared to the other angle when we measure angles, we must measure it on how open or closed they are.
And when you have two angles that add up to 180 degrees, we call them supplementary angles. .
But anyway, if you have two angles that are equal, then the sides that are opposite those angles are also going to be equal.