Download Level 1 Geometry

Level 1 Geometry
Complementary/Supplementary
Worksheet 2
Name
Date
1.
An angle is 18 less than the measure of its complement. Find the
measure of the angle.
2.
Find the angle which is 18 less than twice its complement.
3.
The complement of an angle is 200 less than twice its supplement.
Find the angle.
4.
Two angles are complementary. One is 30 more than the other. Find
the angle.
5.
An angle is 14 times its supplement. Find each angle.
6.
Two angles are complementary. One is 5 more than twice the other.
Find each angle.
7.
Two angles are supplementary. One is 5 less than 5 times the other.
Find each angle.
8.
The complement of an angle is 9 times as large as the angle. Find each
angle.
9.
Find the number of degrees in an angle which exceeds its supplement
by 42.
10.
The number of degrees in two complementary angles can be
represented by two consecutive even number. Find the number of
degrees in each angle.
11.
Two angles are supplementary. Find the number of degrees in the
angle that is 20 less than four times its supplement.
12.
Find the supplementary angles such that
1
of the smaller is equal to
4
1
of the result obtained when the larger is diminished by 110.
3
13.
Two angles are complementary. The larger exceeds three times the
smaller by 10. Find the number of degrees in each angle.
14.
The sum of the complement and supplement of an angle is 206. Find
the angle.
15.
The supplement of an angle subtracted from 10 times its complement
equals 45. Find the angle.
16.
The sum of the supplement of an angle and five times its complement
is 198. Find the original angle.
17.
Two angles are complementary. Twice the larger decreased by three
times the smaller is 45. Find both angles.
18.
The supplement of an angle is 3x  2 . Find the original angle.