Part #1: Demonstrate a situation in which either the cosine or sine law could be used to solve the triangle and justify your reasoning.
Part #2: Solve for a triangle(s) that has a AB = 7cm, BC = 5cm, and angle ACB of 67 degrees. In your own words describe 'ambiguous case' as it relates to your math knowledge in this course.
Part #3: Demonstrate the importance of factoring prior to adding, subtracting, multiplying, and dividing two complex polynomials (ie. page 116, #18; pg 117, #3)
Part #4: Define and provide examples of the three cases for the quadratic equation (ie. real roots).
Part #5: Define 'domain' and 'range' and provide an illustration. Explain how to determine the 'domain' and 'range' of a function.
Part #6: Explain mathematically and with a graph a function and it's inverse.
Part #7: Explain a real-world scenario in which you would use either a arithmetic or geometric sequence and provide calculations for the 2nd and 5th terms.