Triangles!
PROOFS :)
Polygons &
// o grams
// o grams
Right Triangles
Circles
Summer is upon us...
100
Always, Sometimes, Never
Similar triangles are congruent.
Sometimes
100
Fill in reason #2.
Defn. of Perpendicular
100
One interior angle of polygon measures 157.5°, how many sides does the polygon have?
n = 16
100
Find m∠A. Round to the nearest tenth.
m∠A = 36.9°
100
Identify the coordinate of the center and the radius. Write any radicals in simplified radical form.
(x+4)^2+(y-2)^2=32
Center: (-4, 2)
Radius:
4\sqrt 2
100
What is America’s number one summer BBQ food?
Hamburgers
200
Solve for m∠R.
m∠R = 19°
200
Fill in reasoning #2 and #3. BOTH MUST BE CORRECT.
2. Defn. of Midpoint
3. HL Theorem
200
In the rhombus, m∠4 = 3x - 2 and m∠5 = 2x + 7. Find m∠2.
m∠2 = 65°
200
The sides of a square are 4in, how long is the diagonal? Write answer in simplified radical form.
4\sqrt 2
200
Write an equation to represent the circle pictured.
(x-4)^2+y^2=4
200
What country were the first modern Olympics held?
Greece
300
Find the perimeter.
perimeter = 35
300
Fill in reason #4.
CPCTC
300
Answer the following with always, sometimes, or never. ALL MUST BE CORRECT.
a. Rectangles are ______________ squares.
b. A hexagon is ______________ a polygon.
c. The diagonals of a rectangle are ______________ congruent.
d. In a rhombus, diagonals ______________ bisect each other.
a. Sometimes
b. Always
c. Always
d. Always
300
A ladder has a length of 6 meters and leans against a vertical wall. The angle between the ladder and the horizontal ground is 65°. How far is the base of the ladder from the wall? Sketch a diagram and find this value. Round to the nearest tenth, if necessary. BOTH MUST BE CORRECT.
2.5 meters
300
Write an equation to represent the circle.
Center: (-5, 6)
Radius:
6\sqrt2
(x+5)^2+(y-6)^2=72
300
What percentage of a watermelon’s overall mass is water?
92%
400
For a-c, determine if a theorem can be used to show that the two triangles are congruent? If yes, state the theorem. If not, state NEI. ALL MUST BE CORRECT!
a. 
b. 
c. 
a. AAS/ SAA
b. HL
c. NEI
400
Fill in reason #4.
Defn. of Isosceles Δ
400
Find the value of x.
x = 5
400
Find the value of x. Round to the nearest tenth, if necessary. 
x = 61.5
400
Write an equation to represent the circle.
Center: (3, -2)
Point on Circle: (11, 4)
(x-3)^2+(y+2)^2=100
400
What do the letters SPF mean when talking about sunscreen?
Sun Protection Factor
500
Use the additional given information to determine if a theorem can show the triangles congruent.If yes, state the theorem. If not, state NEI.
HL
500
Complete the proof.
2. Defn of Bisect
3. Alt. Int. Angles Theorem
4. Defn. Vertical Angles
5. AAS/SAA Theorem
500
In rhombus ABCD, DB = 8 and AC = 12, solve for DC. Round to the nearest tenth, if necessary.
DC = 7.2
500
Solve for x. Write answer in simplified radical form.
5\sqrt 2
500
Write an equation to represent the circle.
Endpoints of Diameter: (2, -1), (10, 7)
(x-6)^2+(y-3)^2=32
500
When is Ms. Wallace's birthday?
June 26