Examples of using Right triangle in English and their translations into Swedish
{-}
- 
                        Colloquial
                    
- 
                        Official
                    
- 
                        Medicine
                    
- 
                        Ecclesiastic
                    
- 
                        Ecclesiastic
                    
- 
                        Official/political
                    
- 
                        Computer
                    
- 
                        Programming
                    
- 
                        Political
                    
The isosceles right triangle ABC represents the cross section of a total reflection prism.
The right triangle, which underliesthe whole structure,
In right triangle with right  angle, and.
Square of a right triangle with two legs.
Well, once again it's a right triangle.
We have 2 sides of a right triangle, we can always figure out the third side.
We're asked to prove that triangle  ADC is congruent to triangle  BEC so this left triangle  is congruent to this right triangle.
When I say it's a right triangle, it's because one of the angles here is 90 degrees.
The points of intersection of the rays of these corners are connected by broken lines with the middle of the upper straight line parallel to the base of the right triangle.
So knwoing the sides of this right triangle, we were able to figure out the major trig ratios.
For an example, any parallelogram can be subdivided into a trapezoid and a right triangle, as shown in figure to the left.
So, we're starting here with a right triangle, has a 90 degree angle right  over here.
Four easy to use calculators to solve right triangle problems depending on which information about the triangle  you are given.
it is the longest side of a right triangle.
returns the ratio of two sides of a right triangle.
They also knew about the relationships between sides of the right triangle which later became known as Pythagorean Theorem.
Heron's formula for a right triangle, where p is the half-perimeter of the triangle, 
either construct this out of right triangles,  or maybe out a right triangle of this to make it into another right triangle.
Drawing the right triangle with the altitude as the hypotenuse,
And we know that, if we know two sides of a right triangle,  we can always figure out the third side of a right triangle using the Pythagorean theorem.