Isosceles in the context of "Ancient Egyptian mathematics"

In a right triangle, a cathetus (originally from Greek κάθετος, "perpendicular"; plural: catheti), commonly known as a leg, is either of the sides that are adjacent to the right angle. It is occasionally called a "side about the right angle". The side opposite the right angle is the hypotenuse. In the context of the hypotenuse, the catheti are sometimes referred to simply as "the other two sides".

If the catheti of a right triangle have equal lengths, the triangle is isosceles. If they have different lengths, a distinction can be made between the minor (shorter) and major (longer) cathetus. The ratio of the lengths of the catheti defines the trigonometric functions tangent and cotangent of the acute angles in the triangle: the ratio ${\displaystyle c_{1}/c_{2}}$ is the tangent of the acute angle adjacent to ${\displaystyle c_{2}}$ and is also the cotangent of the acute angle adjacent to ${\displaystyle c_{1}}$.