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[parent] complementary angles (Definition)

Two angles are called complementary angles of each other, if their sum is the right angle $\displaystyle\frac{\pi}{2}$ i.e. $90^\circ$

For example, the acute angles of a right triangle are complement angles of each other, since the angle sum in any triangle is $180^\circ$

The sine of an angle is equal to the cosine of the complement angle, and vice versa.

The tangent of an angle equals to the cotangent of the complement angle, and vice versa (provided that no one of the angles is a multiple of the straight angle).




"complementary angles" is owned by pahio. [ full author list (2) ]
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See Also: explementary angle, supplementary angles, goniometric formulas, convex angle, explementary

Other names:  complement angles, complementary

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Cross-references: straight angle, multiple, cotangent, tangent, cosine, sine, triangle, angle sum, right triangle, acute angles, right angle, sum, angles
There are 10 references to this entry.

This is version 4 of complementary angles, born on 2007-06-23, modified 2007-10-21.
Object id is 9649, canonical name is ComplementaryAngles.
Accessed 4395 times total.

Classification:
AMS MSC51G05 (Geometry :: Ordered geometries )
 51F20 (Geometry :: Metric geometry :: Congruence and orthogonality)

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