Exam 12: Geometry Problems: Complementary Angles, Collinear Points, and Similar Triangles
Exam 1: Line and Angle Relationships13 Questions
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Exam 4: Quadrilaterals14 Questions
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Exam 12: Geometry Problems: Complementary Angles, Collinear Points, and Similar Triangles916 Questions
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In a right triangle with acute angle measures of
and
, sin
. It follows that:



(Multiple Choice)
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-
and
are complementary. Also, m
= 38.6° and
and
are vertical angles.Find m
.







(Short Answer)
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-The region bounded by radii
and
and arc
is known as a secant of the circle.




(True/False)
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In a regular polygon, each central angle measures 15°. How many sides does the polygon have?
(Short Answer)
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-In
, b = 6.0 inches, m
= 40° and m
= 65°. To the nearest tenth of an inch, find the length C




(Multiple Choice)
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-In the acute triangle shown, m
, m
, and m
. Suppose that you know the length a and measures of angles
and
. If you wish to find the length b, state the form of the Law of Sines or Law of Cosines that you would use.






(Essay)
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-In
, a sector is bounded by radii
and
and arc
. If m
= 90° and PX = 6 m, find the exact area of the sector.






(Multiple Choice)
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Suppose that a circle is to contain the three vertices of a triangle. Relative to the triangle, which point is used as the center of this circle?
(Multiple Choice)
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-In the figure,
and
bisect each other. If
and
is
larger than
, find
.








(Short Answer)
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-A right circular cylinder and a right circular cone with the same circular base and same length of altitude will have the same volume.

(True/False)
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-To construct the tangent to
at point T on the circle, we construct a line perpendicular to
at point T.



(True/False)
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-The volume of a sphere is 564
. Correct to the nearest tenth of a meter, find the length of the radius of the sphere.


(Multiple Choice)
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-In the figure, the exterior sides of the adjacent angles (
and
) form a larger angle (
). If m
= 49° and m
= 58°, what type of angle is
?







(Short Answer)
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-The indirect proof of the statement, "If
is not perpendicular to
, then ∠1 and ∠2 are not complementary" begins with the statement, "Suppose that ∠1 and ∠2 are complementary."



(True/False)
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