right triangles

This law is true of any right triangles .

这个定律适用于任何直角三角形。

Exploring the Best Method of Testifying the Congruent Right Triangles

探索直角三角形全等的最佳途径

The trigonometric functions are defined for right triangles .

三角函数是对直角三角形定义的。

Right triangles and Euclidean norms

直角三角形和欧几里德范数

Those of us who stuck it out into college physics and higher math learned that this equation shows up a lot more than in just right triangles .

学习过大学物理和高等数学的同学会发现，这个等式会在很多地方出现，不只是在直角三角形中。

If all non-boundary edges have and only have two triangles mapping , left and right triangles , such triangle net is called general consistent .

广义相容三角网格是所有非边界边都存在并且只存在左右两个三角形映射的三角网格。

As I implemented the tests for equilateral and isosceles triangles , I realized that I was using only the delta value for calculations in right triangles .

当实现对等边三角形和等腰三角形的测试时，我认识到我只用了delta值来用于直角三角形的计算。

According to traditional power triangle ( the square of the active power , reactive power and apparent power form the relation of the right triangles ), put forward a new electrician 's theories of power quadrangle .

基于传统的功率三角形（即有功功率，无功功率，和视在功率三者的平方成直角三角形的关系），提出了功率四边形这种新的电工理论。