Trig 1
Trig 2
Trig 3/4
Trig 5
Trig 6
100

How many radians are on the unit circle?

6.28

100

What are 2 ways to write sin in inverse notation?

sin-1 or arcsin

100

Where do sin graphs start?

Midline

100

How would you factor Cos2x - 1?

(Cosx + 1)(Cosx - 1)

100

What is the difference between () and []?

() means not included, [] means included

200

Opposite of sine

Cosecant

200

What is the answer to sin-1(sin(pi/2))?

pi/2

200

Where do cosine graphs start?

At min or max value

200

What is the ONE rule when taking the square root of both sides of an equation?

The answer will be plus or minus.

200

Why is it important to know the range of a problem?

It tells you when to stop adding your variable

300

What is across from a 30 degree angle?

1

300

Does evaluating or solving use principal values?

Evaluating 

300

How do you graph a sec graph?

Draw a normal cosine graph. Label asymptotes where there is an intersection between midline. Draw u's in the middle of 2 intersections.

300

What is the range for sin? (state whether your answer uses parentheses or brackets)

[-1,1]

300

How would one go about solving 2cos2x = 1?

First divide by 2 on both sides. Then you have cos2x = 1/2. Then ignore the 2x for now and find where cos equals one half. Then you have cos2x = pi/3 + 2pi(n) and cos2x = 5pi/3 + 2pi(n). Finally, divide by 2 on both sides and get your final answer. 

400

What type of angle is 11pi over 6?

30 degree

400

Where is the "lava" for sin and tan?

Quadrants 2 and 3

400

Where are the asymptotes of cotangent?

pi(n)/2, n being an even integer 

400

If the question asks to solve for all, what will ALWAYS be in your answer?

An n

400

When is Carson Vanbeek's birthday?

July 9th

500

Where is tangent negative?

Quadrants 2 and 4

500

Where is the "lava" for cosine?

Quadrants 3 and 4

500

Where do asymptotes of tangent ALWAYS lay?

pi(n)/2, n being an odd integer

500

If you are asked to solve for all answers with a sin vs a tan problem, what will differ in your final answer?

Sin will use a 2pi(n) while tan will use a pi(n)

500

When solving for a ratio when finding all solutions, why is it generally that tangent functions only need one answer where sin and cosine need two?

This is because tangent adds pi(n) meaning that you will get to the same spot that also shares that value, while for sin and cosine, the same value is generally 2pi away, meaning you have to write out both. I really hope this makes sense

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