MAT 1093 Precalculus Practice Mathematics Writing Assignment Module 5 In this activity, we'll practice finding compositions of trigonometric and inverse trigonometric functions. Remember the KEY TO SUCCESS when working with inverse trig functions: always think of the output of an inverse trigonometric function as an angle measure whose (sine, cosine, tangent) is equal to the given value] Draw a picture of that angle and assign coordinates to its endpoints as necessary then find the value of the desired trig function at that point. 1. Find the exact value of each of the following: a. cos(sin'1(1)) b. tam((_)) 2. Find the exact value of each of the following: a. sin(cos'1()) b. csc(tan'1()) 3. Find the exact value, in terms of a, of each of the following. (HINT: Don't let the variable a scare you] The same strategy you used in Problem 2 still works draw a point on a circle, assign it coordinates, and find the appropriate trig function's value.) a. sin (tan1 (2)) b. cot(cos'1(a)) 4. Find the exact value of sin1 (cos (E 11))