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Define complementary angles....

Define complementary angles.

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Define supplementary angles.

In fig. angleAOF and angleFOG form linear pair. angleEOB = angle FOC = 90° and angleDOC = angleFOG = angleAOB = 30^@ .Name three pairs of complementary angles other than those covered in adjacent complementary angles.

In fig. angleAOF and angleFOG form linear pair. angleEOB = angle FOC = 90° and angleDOC = angleFOG = angleAOB = 30^@ .Name three pairs of adjacent complementary angles.

If the angles (2x-10)^@ and (x-5)^@ are complementary angles. Find x.

Fill in the blank The sum of the degree measures of the supplementary angles and complementary angles differ by .........

In the adjoining name the pair of angles Adjacent complementary angle

A pair of complementary angles is

Find the pair of complementary angles :

Sum of the measures of two complementary angles is 180^(@)

The difference in the measures of two complementary angles is 12^@ . Find the measures of the angles.