Download Angle Goodness

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Accelerated Geometry
Angle Goodness
Directions: Find the value for each variable in the given problems
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Mr. S. Cella
Murray Avenue M.S.
9. The measure of the complement of an angle is eight times the measure of
the angle. Find the measures of the two angles.
10. Find the measure of the angle whose measure is thirty less than twice its
supplement.
11. The measures of two angles which are supplementary to each other have
a ratio of 3:9. Find the measure of the two angles.
12. The measures of two angles which are supplementary to each other have
a ratio of 4:5. Find the measure of the two angles.
13. The measure of a complement angle is 36 more than the other angle.
Find the measure of the smaller angle.
14. The measure of a supplement angle is 20 more than three times the other
angle. Find the measure of the two angles.
15. The difference between two supplement angles is 80. Find the measure
of the larger of the angles.
16. The measure of the supplement of an angle exceeds five times the
measure of the complement of the angle by 10. Find the measure of the
original angle.
17. Three times the complement of an angle is 80 more than half the
measure of the supplement in the angle. Find the measure of the original
angle.
18. The measure of the angles which form a linear pair are (4p – 120) and
(6p - 50). Find the measure of the larger angle.
19. Two angles form a linear pair. The smaller of the two is one-fifth the
other angle. Find the larger angle measure.
20. The angles in a triangle are 3x, 6x – 10, and x + 10. Find the measure of
the three angles in the triangle. What type of triangle is it?
Page 2
Mr. S. Cella
Murray Avenue M.S.