trigonometry: terminal arm diagram

Question

Link to document for better explanation:

https://docs.google.com/document/d/1Tro4wgBI5zo3K4AotB1uaUoQTJVB7pLwc--7rhDne8Y/edit?usp=sharing

I will try to summarise the question here:

For this part of the assignment, you will be using your initials to create the point that lies on the terminal arm of the principal angle θ in standard position.

PART A:

FIRST NAME: A (then the x-coordinate of the point that lies on the terminal arm of angle θ in standard position is -2)

PART B:

LAST NAME: A (then the y-coordinate of the point that lies on the terminal arm of angle θ in standard position is 3)

● Use parts A and B to determine the coordinates of the point that lies on the terminal arm.

● Draw a fully labelled terminal arm diagram (in standard position in the Cartesian plane).

● Use your diagram and the CAST rule to determine the six trigonometric ratios for your principal angle in standard form. Leave answers in exact simplified form.

● Determine the principal angle and the reference angle. (Solve for the angle, where 0° ≤ θ ≤ 360°)

2. Determine two positive angles (such that 0° ≤ θ ≤ 360°) that satisfy the following equations. Show all your work (with the appropriate diagrams) to explain how you know. cot θ = ­ √3

Answer 1

12-28-24

https://docs.google.com/document/d/1Tro4wgBI5zo3K4AotB1uaUoQTJVB7pLwc--7rhDne8Y/edit?usp=sharing

file is deleted.