Problem 3: Consider that the terminal side of standard position 0 is given by the linear equation, 3x + 5y = 0 with x > 0. (1) Give the ordered pair coordinates of a point that lies on this terminal side (remember the given restriction on x). (2) Find and simplify the exact values of all 6 of the trigonometric functions of 0.

Find the equation of the graph given below. Notice that the sine function is used in the answer template, representing a sine function that is shifted and/ or reflected. y= _ sin (_) + (_)

11. (. - , Sketch each angle, t, in standard position. State the exact value of the six trigonometric functions of each angle. If a trigonometric value does not exist, write DNE. (b) t = 77 (a) t= 60° (c) t = 4 sin t sint sin t cos t cos t cos t tant tant tan t csc t csc t csc t sect sec t sect cot t cot t cot t

Can I get a better explanation on how clockwise and counterclockwise motion of a particle impacts sine and cosine to which variable it should correspond to?

Graph the relationship shown on graph paper.

2. If cos(0) = 0.6 , what are the coordinates of P ? Explain your reasoning. YA

Suppose a right triangle produces the following relationship for cot(0). Use this relationship to answer the questions. Note - the questions can be answered independently of each other. 6 cot(8) = A + 6 (a) Express tan(0) in terms of A. You must use an upper case letter A. tan (0) (b) Express A in terms of cot(0) . 6 - 6cot(0) cot(0) A = A = A O A = OA= cot(0) - 6 cot (0) 1 - 6cot(0) cot (0) 6cot(0) - 1 cot (8) 6- cot(0) cot (8)