Chapter 1
If two angles are complimentary, this means that they add up to...
90 degrees
What letter represents the hypothesis of a conditional statement?
P
How many transversals are in this diagram?
3
Which rotation amount will not change a shape's locations? 90 degrees, 180 degrees, 270 degrees, or 360 degrees
360 degrees
What fruit can float even though it's very large?
Watermelon
What is the length of segment BE?
28
What does it mean to bisect an angle?
Split it into two congruent angles
If two angles are same side interior, what do we know about them?
Supplementary (add to 180)
If we are asked to reflect, dilate, rotate, and translate a shape, which one MUST be done first?
Dilate
Robert Wadlow, the tallest man to ever live, measured at 8 foot ____ inches when he died.
11
What is the name of two angles that share a side?
Adjacent
What is the converse of this statement?
If I lose my phone, then I'll use FindMyPhone
If I use FindMyPhone, then I lost my phone
Angle 1 and angle 2 are what type of angles?
Does this mean they are congruent or supplementary?
Corresponding
Congruent
Point T is located at (8 , -3). Where would point T' be located after a translation of < -2 , -2 >?
(6 , -5)
Which bug uses its feet to taste things?
Butterfly
Solve for x in the diagram...
x = 5
Give me a counterexample to this statement:
If I am in Pennsylvania, then I am inside Mars Area High School
Anything that proves I can be in PA without being in Mars High School
What does this symbol mean?
⊥
Perpendicular (form a right angle)
Point F is located at (3 , -2). Where would point F' be located after a rotation of 90 degrees?
(2 , 3)
What is the most common fear in the entire world?
Public speaking
Point T is located at (8 , 3), and Point H is located at (-9 , 0). What is the length of segment TH?
17.26
Solve this proof:
:)
Solve for y in this diagram:
y = 25.7
Point G is located at (6 , 10). Where would point G''' be after a rotation of 180 degrees, a translation of <-2 , -1>, and a dilation by a factor of 2?
(-14 , -21)
What animal has fingerprints that are so similar to human fingerprints, that criminals in foreign countries sometimes use them to help commit crimes?
Koalas