preCalculus
A Period
Mark Christman - markc@school-one.org
Trimester 1
Unit 5: Trigonometry
Homeworks 7 and 8: Sinusoidal Functions, problems 5-15 due 11/5, problems 19-24 (plus a sketched graph including 2 complete cycles for problems 21-24) due 11/12
Homework 6: Verify Trigonometric Identities, due 10/29
Unit 4: Rational Functions
Homework 5: Rational Function Behavior, due 10/22
Unit 3: Exponential and Logarithmic Functions
Homework 4: Exponents and Logarithms, due 10/8
Unit 2: Polynomial Functions
Homework 3: Polynomials, due 10/1
Unit 1: Foundational Mathematics and Functions
Homework 2: Function Transformations, due 9/24
Homework 1: Function Basics, due 9/17
Extra Credit, due 9/10: Prove that if positive integer N does not have an integer square root, then its square root is irrational.
You will need the Fundamental Theorem of Arithmetic for this: Every positive integer has one and only one prime factorization.