Basics of Geo
Who wrote 'How the Grinch Stole Christmas'?
Dr. Seuss
Alternate interior angles have what kind of angle relationship?
Congruent
What is the interior sum of a triangle?
180º
If the pre-image of A is (4, 12) and the image of A is (1, 3), what kind of dilation occured?
Reduction
What is the Pythagorean Theorem
a^2 + b^2 = c^2
If <K and <J are complementary angles and m<K = 23, find m<J.
67
Same side interior angles have what kind of angle relationship?
Supplementary
If triangle ABC is congruent to triangle ZYX, then side AC is congruent to
Side ZX
What is the coordinate of point Q (-2, 4) after a reflection over the x-axis?
(-2, -4)
What popular Christmas song was originally written for Thanksgiving?
Jingle Bells
M is the midpoint of AB. AM = 5x+4 and AB = 22. Find x.
x = 1.4
What fast food is popular in Japan on Christmas?
In a proof: if you are given the statement R is the midpoint of line PS, what would you conclude?
PR is congruent to RS
If the pre-image of triangle ABC is A(-6, 2), B(-3, 5), and C(-1, 0) and the image is A(-1, -2), B(2, 1) and C(4, -4), name the translation rule.
(x + 5, y -4)
Will the following sides form a right triangle? If not, what type of triangle is it?
11, 12, 13
No, Acute
How do two planes intersect?
In a line.
If <A and <B are alternate exterior angles and <A = 4x + 29 and <B = 6x - 7, what is the value of x?
x = 18
What are the five congruency statements?
AA, ASA, SSS, SAS, HL
What did people use to light Christmas trees before electric lights?
Candles
If the long leg of a 30, 60, 90 triangle is 11√3, find the hypotenuse.
22
Ray EF bisects <DEG. If <DEF=5x and <FEG=3x+10, find m<DEG.
x = 5, <DEG = 50º
Draw a picture: <1 and <7 are same side exterior angles and <7 and <6 are vertical angles. If <1 = 136º, find <7 and <6.
<7 = 44º and <6 = 44º
In what modern-day country was St. Nicholas born?
Turkey (ancient Lycia)
Name the position of A(-2, 6) after a translation four units right and reflected across the line y=x.
(6, 2)
If the diagonal of a square is 48√2, find the side of the square.
48