Примери за използване на This vertex на Английски и техните преводи на Български
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Medicine
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This vertex is above it and it opens upward.
If two of these were the same, this vertex would be a powerful point for.
This vertex of the para-boola is driving me nuts.
Or if we wanted to figure out the angle of this vertex right here, that would be 90, and then we would go another 15.
So A- this vertex A- corresponds to vertex E over here- Is similar to vertex E.
I'm talking about triangle ABF and triangle ACE and they both share this vertex at A and point A is a vertex for both of these.
Then from this vertex on our square, I'm going to go straight up.
And we can also do it from this point, right over here,draw a line from this vertex to the mid point of the opposite side.
And then from this vertex right over here, I'm going to go straight horizontally.
And now let's draw another line that is parallel to this line right over here,parallel to this one right over here but it goes through this vertex.
The exterior angle of this vertex right here is either this one or this one.
Prove that we can attach an arrow to each edge, such that for every vertex of the polyhedron,the number of the arrows ending in this vertex is even.
This vertex-- it's in the vertex form-- occurs when x is equal to 4 and y is equal to 3.
And of course, if this is similar to the whole,it will also have this angle at this vertex over here because this corresponds to that vertex based on the similarity.
All I know is I went from this vertex and I dropped a line that's perpendicular to this other side.
This is the vertex angle.
The vertex of this top graph is right over there.
So, x is equal to negative 3/4 is the vertex of this parabola.
It's a downward opening parabola andwe can actually put this in vertex form.
This is the vertex, and we have to figure out B.
Or you could just recognize this is the vertex of the parabola.
This isn't the vertex, this is the y intercept.
So this is the vertex in question, let's say that's the vertex of this polygon we're thinking about.
Later this point will be the vertex of the angle.
Vertex B corresponds, in this triangle, in BCD, corresponds to vertex B in BCA, BCA.
This is an exciting time for Vertex.
So this gives us information about where the vertex is.