PreCalculus
Unit 1: Functions and Their Graphs
Tues 9/6 |
Course Introduction |
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Wed 9/7 |
PreAssessment |
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Thurs 9/8 |
P1.1
How do we write the equation of a line in the plane? How do we find the domain of a function? |
HW P1.1 Pg. 11-15 (1,3,9,33,40,44,54,58,113-116) Pg. 24-29 (1,2,14-24 even,53,55,61) |
Fri 9/9 |
P1.2 How we write linear functions to model real-life situations? How do we evaluate functions? |
HW P1.2 Pg. 14-15 (83,87) Pg. 25 (27-36) |
Mon 9/12 |
P1.3 What is the greatest-integer function? What is a piece-wise defined function? |
HW P1.3 Pg. 25-26 (13-23 odd, 37-41,54,56) Pg. 39 (43,45) |
Tues 9/13 |
P1.4 What is a piece-wise defined function? --continued-- How do we write the equations of piece-wise defined functions? |
HW P1.4 Finish questions from class (on looseleaf) Pg 29 (95-98) |
Wed 9/14 |
P1.5 How do we perform transformations on a graph? How do we determine if a function is odd/even/neither? |
HW P1.5 Review parent graphs pg 42 Pg. 49-50 (3,65-67,73) Pg. 39-41 (54,73-81 odd,93,94,103 119) |
Thurs 9/15 |
P1.6 How do we combine functions? |
HW P1.6 Pg. 58-61 (7,63-66,87,97) Pg. 72 (119,121,123-128) |
Fri 9/16 |
P1.7 What are 1:1 and Inverse Functions? |
HW P1.7 Pg. 69-72 (21-24,29-34,81,83,99,101,111-114) |
Mon 9/19 |
P1.8 Test Review Pg. 88 (1-8,13-19) |
Study for Test |
Tues 9/20 |
Test #1 |
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Vocabulary:
Difference Quotient
Domain
Implied/Practical Domain
Inverse
Even Function
Function
Function Notation
Odd Function
One-to-one
Parallel
Perpendicular
Range
Relation
Slope
Symmetry
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Tags: functions and, linear functions, functions, precalculus, their, graphs