Примери за използване на Midpoints на Английски и техните преводи на Български
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
In triangle, if are midpoints of.
Let be midpoints of the sides respectively.
A plane passes through the midpoints of,, and.
Let and be the midpoints of sides and respectively.
Is an arbitrary triangle.are midpoints of arcs.
The midpoints of the arcs are connected by segments.
Points and are the midpoints of sides and of.
And all that means, all that means is that the vertices of ADF sit on the midpoints of BCE.
Find the locus of the midpoints of the segments as varies between and.
If and, find the distance between the midpoints of and. 2.
Suppose, for instance, that the midpoints of(respectively) do not belong to the border of.
Prove that the perpendicular bisector of segment meets the segments and at their midpoints. 4.
A segment that connects the midpoints of two sides of a triangle.
Oroboros uses a flexible configuration system,with a large panel of planets and aspects, midpoints,….
Find the equation of the locus of the midpoints of these line segments.
The points and are the midpoints of the sides, respectively, and the angle between the lines and is of.
Show that lies on the circle through the midpoints of the sides of;
Find the midpoints of two opposite walls, then snap a chalk line between these points.
What I wanna do is look at the midpoints of each of the sides of ABC.
The midpoints of the line segments in set enclose a region whose area to the nearest hundredth is.
Let be a triangle and,, the midpoints of the sides, and respectively.
Given a triangle,its midpoint triangle is obtained by joining the midpoints of its sides.
The area enclosed in the midpoints will be inside the square but not inside any of the 4 quarter-circles.
Let be a triangle,let be its orthocenter and the midpoints of sides respectively.
Straight lines that will connect the midpoints of the zigzags and the bottom curve, as well as small circles on the tops.
Let a, b,c be the lines connecting the vertices of a triangle with the midpoints of the opposite sides.
The midpoints of the three sides and the feet of the three altitudes all lie on a single circle, the triangle's nine-point circle.
Given a parallelogram,join to the midpoints and of the opposite sides and.
Given a circle of raidus 2,there are many line segments of length 2 that are tangent to the circle at their midpoints.
Since and are greater than 0, the set of these midpoints are one a quarter-circle with radius 1.