Examples of using Equilateral triangle in English and their translations into Indonesian
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Colloquial
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Ecclesiastic
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Computer
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Ecclesiastic
It refers to the imaginary inverted equilateral triangle centered on the chest
for any interior point P in an equilateral triangle, with distances d,
An equilateral triangle with a side of 2 has a height of√3 as the sine of 60° is√3/2.
For example if the equilateral triangle has sides that are 6 cm long,
we will be using an equilateral triangle with side lengths of 8.
For example, Euclid's first proposition shows how to construct an equilateral triangle given one side.
dissect a square and rearrange its parts into an equilateral triangle.
Thread Rolling Machine Model KB 30A thread rolling machine Designed for tube type parts Equilateral triangle supports Driving gear with grind after heating treatment with lower noise
with a very ingenious proof, that an equilateral triangle has a greater area than any isosceles or scalene triangle with the same perimeter.
if P is an arbitrary point in the plane of an equilateral triangle ABC but not on its circumcircle, then there exists a triangle with sides of lengths PA, PB, and PC.
which may be represented by an equilateral triangle with one side horizontal,
hexagonal, equilateral triangle, octagonal shaped steel pipe.
which involved cutting an equilateral triangle into four pieces that can be rearranged to make a square.
Every triangle center of an equilateral triangle coincides with its centroid, which implies that the equilateral triangle is the only triangle with no Euler line connecting some of the centers.
Dudeney's most famous innovations were his 1903 success at solving the Haberdasher's Puzzle(Cut an equilateral triangle into four pieces that can be rearranged to make a square)… seen below.
There are others but these speakers will produce a good stereo image(when set up in an equilateral triangle monitoring configuration) and will not trigger the room nodes as
the centres of those equilateral triangles themselves form an equilateral triangle.
For example, one of the most famous of his geometrical puzzles is the'haberdasher's problem' which asks how one can cut an equilateral triangle into four pieces that can be reassembled to form a square.
the centers of those equilateral triangles themselves form an equilateral triangle.
the centers of those equilateral triangles themselves form an equilateral triangle.