Примери за използване на Right-angled triangle на Английски и техните преводи на Български
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In any right-angled triangle.
What is the hypotenuse of a right-angled triangle?
Consider a right-angled triangle with the hypothenuse.
At its heart lies the study of right-angled triangles.
Area of a right-angled triangle according to Heron's formula.
The ladder, the wall, andthe ground form a right-angled triangle.
Here is a right-angled triangle.
Three, or the Triad, is most significantly expressed by the equilateral and the right-angled triangles.
This creates four right-angled triangles.
Area of a right-angled triangle along the segments dividing the hypotenuse into an inscribed circle.
On the other hand, in the right-angled triangle, we have.
In any right-angled triangle, the square on the side subtending the right angle, is equal to… what?
The sum of the other two angles of a right-angled triangle is 90°.
The result is two right-angled triangles and calculate their area.
Determine whether, for every partition of into two disjoint subsets,at least one of the two subsets contains the vertices of a right-angled triangle.
Hence, in the right-angled triangle, we have.
You can only make the calculation when the moon is half full, because that's when it's directly opposite the sun, so that the sun, moon andEarth create a right-angled triangle.
And then, in 20 minutes, the right-angled triangles began to appear on the screens.
The authors claim the sides of the triangles form ratios that echo the famous formula, suggesting that even if they didn't have proofs,the builders knew it was a useful way to make a right-angled triangle.
The online tools use the geometric figure of the right-angled triangle to calculate the roof pitch.
Basically, this works: Right-angled triangles with 90° angles have a longer side, which is opposite to the right angle, the hypotenuse.
Known as Regulus, Arcturus and Spica,the stars form a right-angled triangle framing the constellation of Virgo.
The vertices of a right-angled triangle are on a circle of radius and the sides of the triangle are tangent to another circle of radius(this is the circle that is inside triangle). .
On a wooden base with a size of 20x55 cm and a thickness of at least 20 mm, two right-angled triangles(with an angle of 45°) of metal strip(for example, 20x3 mm) are fixed.
The isosceles right-angled triangle ABC represents a cross-section of a fully reflective prism, its two right-angled edges AB and BC denote two of the prism on each other perpendicular sideways.
Algenib in Perseus and Almaach andAlgol in Andromeda form a right-angled triangle, illustrate the 47th problem, and display the Grand Master's square upon the skies.
In essence, Al-Biruni imagined a huge right-angled triangle, which has as its three corners the mountain top, the horizon and the centre of the Earth.
Our research reveals that Plimpton 322 describes the shapes of right-angled triangles using a novel kind of trigonometry based on ratios, not angles and circles,” Mansfield said.
They were able to generate a wide variety of right-angled triangles within exact ratios b/l and d/l, where b, l and d are the short side, long side and diagonal of a rectangle.
At this point, p313 then, in addition to making further use of his now demolished assumptions for the construction of his right-angled triangle, he also assumes this point that is not granted, namely, that the hypotenuse- the straight line from Thapsacus to Babylon- is within four thousand eight hundred stadia.