The right angle is formed by the intersection of the triangle's "legs".
Those are the triangle's "legs".
The hypotenuse is the longest side of any right triangle, and the legs are the two legs coming out from where the right angle is.
Pythagorean Theorema2+b2=c2a and b are the legs of the triangle while c is the hypotenuse.To find the hypotenuse, find the largest angle. The hypotenuse is the leg that's directly in front of it. An easy way to remember is that the vertex to the largest angle cannot touch the hypotenuse. You would have to square both measurements of the legs and add them, then take the square root of that.To find both legs of the triangle, you simply find the biggest angle. The vertex of that angle touched both the legs of the triangle.
The 2 sides perpendicular to its right angle
The right angle is formed by the intersection of the triangle's "legs".
The term is derived from Greek word 'isoskelḗs' which means 'with equal legs'.
In a right triangle, the hypotenuse is the side of the triangle that is opposite the right angle formed by the other two legs.
Those are the triangle's "legs".
They are the "legs" of the triangle.
The hypotenuse is the longest side of any right triangle, and the legs are the two legs coming out from where the right angle is.
legs
In a right triangle, the legs are the two sides that meet to form the right angle. Only right triangles have legs.
Pythagorean Theorema2+b2=c2a and b are the legs of the triangle while c is the hypotenuse.To find the hypotenuse, find the largest angle. The hypotenuse is the leg that's directly in front of it. An easy way to remember is that the vertex to the largest angle cannot touch the hypotenuse. You would have to square both measurements of the legs and add them, then take the square root of that.To find both legs of the triangle, you simply find the biggest angle. The vertex of that angle touched both the legs of the triangle.
legs
Yes.
legs