Примери за използване на The bisector на Английски и техните преводи на Български
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The bisector of an angle.
Fold each corner along the bisector.
Let the bisector of the angle cut in.
This means that lies on the bisector of.
Prove that the bisector of is perpendicular to line. 2.
Хората също превеждат
Let be the parallel through to the bisector of.
The bisector of cuts the medians and at and, respectively.
Let be the point on such that is the bisector of.
Obviously the bisector of angle has the equation. Thus: and.
Prove that the line is the bisector of the angle.
Thus, is the bisector of the segment the point is the circumcenter.
Now the triangle to bend along the bisector of its left corner.
The bisector of a vertex is the line that divides the angle at that vertex into two equal parts.
If is parallel to the bisector of angle, prove that is parallel to the bisector of angle.
If F is the second common point of the circle OAB with the bisector of.
The bisector of in the parallellogram intersects the lines and at the points and respectively.
Then is the interior angle bisector if and only if(the bisector theorem).
Is a triangle, the bisector of angle meets the circumcircle of triangle in, points and are defined similarly.
Solution 1 Because,it's easy to show that the Euler line of is parallel to the bisector of, which is.
If the sides of the triangle satisfy then we can take as the line the bisector of.
To construct the center of the circle,we draw an arbitrary circle tangent to the lines centered on the bisector of the angle formed by the lines, which is identical with the bisector of the angle formed by the lines, i.e.
A symmedian of a triangle from vertex A is obtained by reflecting the median from A in the bisector of the angle A.
It can look even more impressive if the angle of the furnace is located symmetrically with the bisector of the neighboring corner.
Because of is the angle bisector of.
On the angle bisector of the angle CAB.
We are now able to apply the angle bisector theorem.
Prove that the line is the angle bisector of the angle. 3.
Let be the intersection point of the perpendicular bisector of and the internal angle bisector of.