Who Wants to Be a Millionaire?

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Transcript Who Wants to Be a Millionaire?

To Get You
Started in
Geometry Class
Take a moment to
register your name.
 1,000,000
 500,000
 250,000
 125,000

64,000

32,000

16,000

8,000

4,000

2,000

1,000

500

300

200

100
Click to return to
question, Cont-P to
switch to the pen, cross
out two incorrect
answers, then Cont-A to
switch back to pointer.
Click to return to the
question and poll the
class
Click on link to Ask
Jeeves, or click on this
oval to return to
question and ask a
friend
Two angles whose sum of their
measures is 90⁰.
 A. complementary
 B. supplementary
 C. vertical
 D. linear pair
 A. complementary
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Board
Angles whose sides form two intersecting
lines.
 A. Adjacent
 B. Linear pair
 C. Vertical
 D. Complementary
C. Vertical
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$200
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Board
Two angles whose sum of their measures is
180⁰.
 A. Complementary
 B. Supplementary
 C. Vertical
 D. Adjacent
B. Supplementary
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$300
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Board
Adjacent angles and their exterior sides
are opposite rays.
 A. Linear Pair
 B. Vertical
 C. Complementary
 D. None of the above
A. Linear Pair
You Got It !
$400
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Board
Two coplanar angles that have a common
vertex and a common side but which have no
interior points in common.
 A. Complementary
 B. Supplementary
 C. Vertical
 D. Adjacent
D. Adjacent
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$500
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Board
A point on the segment that divides the
segment into two congruent parts.
 A. Angle bisector
 B. Linear pair
 C. Midpoint
 D. Perpendicular
bisector
C. Midpoint
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$1,000
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Board
Two line segments are ____ if and
only if they have the same measure
 A. adjacent
 B. congruent
 C. parallel
 D. perpendicular
B. congruent
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$2000
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Board
If point B lies in the interior of <AOC,
then m<AOB + m<BOC = m<AOC
 A. segment addition
postulate
 B. line postulate
 C. Angle addition
postulate
 D. none of the above
C. Angle Addition
Postulate
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$4,000
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Board
Two lines that intersect to form right angles.
 A. Vertical
 B. Parallel
 C. Adjacent
 D. Perpendicular
D. Perpendicular
You Got It !
$8,000
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Board
If three points A, B, and C are collinear and B
is between A and C, then AB + BC = AC
 A. Angle Addition
Postulate
 B. Segment Addition
Postulate
 C. Line Postulate
 D. None of the above
B. Segment addition
Postulate
You Got It !
$16,000
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Board
A segment or ray that separates an
angle into two congruent angles.
 A. Angle Bisector
 B. Midpoint
 C. Perpendicular
bisector
 D. None of the above
A. Angle Bisector
You Got It !
$32,000
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Board
Angles that have the same
measure.
 A. Adjacent angles
 B. Congruent angles
 C. Angle bisector
 D. None of the above
B. Congruent angles
You Got It !
$64,000
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Board
A part of a line that has two endpoints and
includes all the points between those two
endpoints.
 A. Ray
 B. Line segment
 C. Point
 D. Plane
C. Line segment
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$125,000
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Board
 A.
 B.
 C.
 D.
D.
You Got It !
$250,000
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Board
It expects 100% proficiency in Reading and
Math in 2012
 A. NCLB
 B. FAPE
 C. FARM
 D. FAPE
A. NCLB
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$500,000
 A.
 B.
 C.
 D.
A.
You Got It !
$1,000,000
I’m so sorry.
That is incorrect.
Thanks for playing!