Trigonometry
Circles
Triangles
Turtle & Series
Angles
100

Sine = ____ / ______

opposite/hypotenuse

100

What is a tangent line?

A line that touches the circle at one point

100

Describe SAS congruency

two sides are congruent as well as the angle between the two sides

100
Write code for a triangle

for i in range (3):

    forward(100)

    right(120)

or something similar

100

Define congruent angles

The same angle measure

200

Cosine = ____ / ______

Adjacent / hypotenuse

200

What is the parallel chord theorem

Parallel chords subtend equal arcs

200

What is the difference between triangle similarity and congruency?

congruency - same side, same angles

similarity - proportional sides, same angles

200

If

Xn=3+Xn-1 

X0=2

x1= ???

5

200

Define supplementary angles

Add to 180, next to each other, make a straight line

300

Tangent = ____ / _____

opposite / adjacent

300

What is the difference between a secant line and a chord

Both touch the circle at two points, but a chord is only inside the circle and a secant goes outside he circle

300
Name the five triangle conguency theorems

SSS, SAS, ASA, AAS, HL

300

Solve the summation (Ms. Chambers will write on the board)

sum i=1 to 10 of 3i

165

300

What is the polygon interior angle theorem?

(n-2)180 or 180n-360

400

If the hypotenuse of a triangle equals 3 inches and the opposite side equals 1.5 inches, what is the measure of the angle?

30 degrees

400

What is the difference between an inscribed angle and a central angle?

Central angle is made of two radii, inscribed angle is 3 points on the circle

400

Name the four triangle similarity theorems

SSS, SAS, AA, HL

400

Write a while loop to draw a square

i=0

while i<4 

     forward(10)
     left(90)

i=i+1

or something similar

400

What is the sum of the interior angles of a hexagon?

720

500

A 13 foot ladder is placed on level ground up against a building. If the angle of elevation of the ladder is 40 degrees, how far from the side of the building is the foot of the ladder?

9.95 feet

500

If I have an inscribed angle of 45 degrees, what is the measure of the arc?

90 degrees

500

Why is there no ASA or AAS similarity theorem

They are 'combined to make AA similarity (no side needed for similarity)

500

Describe what a harmonic sequence does

Converges to a middle number

500

What is the measure of one interior angle of a regular octogon

135 degrees

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