Examples of using Midpoints in English and their translations into Swedish
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Official/political
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Computer
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Programming
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Political
Is a triangle and are midpoints of.
Suppose be midpoints of arcs and.
Show that and intersect each other at their midpoints.
Let be midpoints of the sides respectively.
Toggle snap to the midpoints of elements.
M3N3 intersect each other at their midpoints.
And are midpoints of and, respectively.
A plane passes through the midpoints of,, and.
Suppose and are midpoints of the chords and respectively.
are midpoints of arcs.
The locus of midpoints of the chord is a circle, with diameter.
Let be the distance between the midpoints of edges and.
In the corners and the midpoints of the walls to make several"columns",
Prove that is perpendicular to the line through the midpoints of and.
But it is well-known that such midpoints always lie on the nine-point circle.
Assume circles are symmetry for excircles across midpoints of, resp.
The distance between their midpoints is equal to times the sum of their lengths.
the point estimate a simple average of the midpoints.
Find the equation of the locus of the midpoints of these line segments.
Its vertices are the midpoints of the sides of the Golden Rectangle.
the line BM cuts the corresponding arcs of the circles at their midpoints M, S',
then construct some perpendiculars and midpoints until you find the center.
return cnew MidPoints(c, v) hexagons(cnew, v, n-1) for k in[2,4]: v1 PolygonVertex(hexagon, k) cnew MidPoints(c, v1)
Since and are greater than 0, the set of these midpoints are one a quarter-circle with radius 1.
The midpoint of a segment or two other points.
Is the midpoint of, is a point on the side such that and.
From midpoint to the right forward, slow… fast.
From midpoint to the left backward, slow… fast.
In, is the midpoint of side, bisects, and.
If is the midpoint of, show that,,, are concyclic.