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Geo Scene It?Somewhat like Disney’s Scene
It?
Divide room into two teams.Each team member will have a chance to answer a geometry review question. The team members who are competing will have buzzers.
Rules and Expectations
When not answering a question, you are to write the question and answer in your journal. (Hint: This would be an excellent tool to study this evening !)
Rules and Expectations
Team members who are up will try to answer the question first and if he/she gets it wrong, he/she may ask other team members.
Whoever’s buzzes first may come up and answer the question.
Rules and Expectations
ALWAYS be respectful, encouraging, and helpful to everyone!
Rules and Expectations
Questions?
Good luck teams!
Rules and Expectations
What type of transformation occurred here?
Question One
A Reflection!
Question One Answer
What will the interior angle sum of any quadrilateral be? Can you use the triangle trick?
Question Two
360 degrees
Question Two Answer
What is the scale factor from LMNO to PQRS?
Question Three
The scale factor is 1/2.
Question Three Answer
If the scale factor was 1/5, what would the lengths of ABCD be?
Question Four
20
20
1010
K L
M N
A B
C D
AB and CD would be 4AD and BC would be 2
Question Four Answer
Classify the triangle below.
Question Five
22
1
70 ° 70 °
40 °
An acute isosceles triangle.
Question Five Answer
Translate the triangle five units right and two units down.
Question Six
Question Six Answer
Find x and y
What type of angle is x and y?
Question Seven
65 °
50 °
xy
X = 65 °
Y = 115 °
X is an interior angle.
Y is an exterior angle.
Question Seven Answer
What characteristics does a REGULAR polygon have? (Use mathematical terms )
Question Eight
A regular polygon has all congruent sides and all congruent angles.
Question Eight Answer
Please sing/say a verse or two from the song we sang in class “Transformation Rotation.”
Question Nine
We’ll have a transformation rotationWhere all points about the center can
move90, 180, 270, 360 Counter or clockwise our shapes will
move.Ro, ro, ro-tationOo, oo, ooTransformation rotation oh!
Question Nine Answer
Please draw the lines of symmetry on the figure below.
Question Ten
Question Ten Answer