Radians Ratios Primary Reciprocal Scenarios 100 100 100

Radians Ratios Primary Reciprocal Scenarios 100 100 100 200 200 200 300 300 300 400 400 400 500 500 500

Determine the exact o radian measure for 210

In which quadrant is 1. 7 radians?

II

Determine a radian measure for o -71 to two decimal places

-1. 24

A windmill turns 15 times in a minute. Determine the angular velocity in radians/second

Find the missing measurement

2. 9 cm

Sketch the angle in standard position and determine the exact value of the trig ratio:

If cos 0=fra determine tan 0

OR

Find the angle whose terminal arm goes through the point (2, -4)

5. 18 radians

State an equivalent expression in terms of the related acute angle

Find the exact radian measure of the angle whose terminal arm goes through (-17, -17)

Describe the transformations on the parent function to create the function

Vertical stretch by a factor of 2 Compression by a factor of (period is ) Phase shift right units Vertical shift up 7 units

Write the equation of the tan function described: Vert. Reflection Vert. Stretch by a factor of 5 Period of 5 units Phase Shift left 7 units Vertical Shift down 3 units

State the Domain, Range, Period, and Equation of the Axis for the function

Find the equation of the following graph in terms of cosine:

Write the domain and range of the function f(x) = tan x

Describe the transformations on the parent function to create the function

Reflection across the x-axis Compression by a factor of Phase shift right units Vertical shift up 4 units

Write the equation of the csc function described: Vert. Stretch by a factor of 4 Period of 15 units Phase Shift left 9 units Vertical Shift down 2 units

State the Domain, Range, Period, and Equation of the Axis for the function

Find the equation of the following graph in terms of csc:

What is the only reciprocal trig function that can be written as a primary function transformed using our regular transformations?

Write the equation matching the following description: -Max temperature is 30 o. C o -Min temperature is -10 C -Cycle repeats every 12 months -Start measurements at the average temperature after summer (temperature is dropping)

A pendulum swings 15 cm on either side from its starting place. It takes 8 seconds to complete 12 cycles. Write an equation to represent this scenario.

A Ferris wheel has a diameter of 25 m. The lowest point is 3 m above the ground, but riders get on at 6 m above the ground. It takes 4 minutes to return to the starting position. Find an equation to represent a rider’s height in metres after a certain amount of time in minutes.

Create a scenario to go along with this graph:

Many different answers including: monthly patterns (every 4 weeks) spinning keys around, one cycle/4 seconds driving in a circular track- one lap takes 4 minutes etc.

I hope you pick this one last… (but you picked the highest value ones first last time, so you probably won’t)

GOOD LUCK