PreCalculus Chapter 1 Functions and Their Graphs
PreCalculus Chapter 1 Functions and Their Graphs
|Day 1 |Draw a scatterplot by hand and on a calculator. |Rule of Thumb |
|1.7 Linear Models |Interpret r (correlation). |Pg. 78 (2-6, 13) |
| |Use scatterplots to find linear models for data. | |
|Day 2 |Find slope and y-intercept for a line from a graph and from an equation. |Linear Equations WS |
|1.1 |Interpret the slope and y-intercept of a line. | |
|Lines |Graph a line. | |
| |Write an equation of a line given two points. | |
| |Write an equation of a line through a point and parallel or perpendicular to a given | |
| |line. | |
|Day 3 |Determine whether a relation represents a function from a mapping diagram, table, or |Linear Eq Quiz |
|1.2 |ordered pairs. | |
|Functions |Determine whether an equation represents y as a function of x. |Pg. 24 (2, 5, 10, 13, 15, 17, 34, |
| |Evaluate a piecewise function at a specified value. |38, 41, 54, 56, 64, 66) |
| |Find the domain of a function from its equation. | |
| |Use a graphing utility to find domain and range. | |
|Day 4 |Apply concepts of slope and linear functions. |Bones |
|Linear Application | | |
|Day 5 |Graph a function from a calculator, then find the domain and range algebraically and |1.3 Around the Room |
|1.3 |graphically. | |
|Graphs of Equations |Use the Vertical Line Test to determine whether y is a function of x. |Pg. 38 (6-9, 15-17, 21, 34, 44, 47,|
| |Determine intervals on which a function is increasing, decreasing, or constant from a |77, 79) |
| |graph. | |
| |Approximate relative minimum and relative maximum values from a graph. | |
| |Graph piecewise functions. | |
| |Determine if a function is even or odd algebraically and graphically. | |
|Day 6 |Sketch graphs of parent functions by hand. |Pg. 48 (4, 9, 10, 22, 24, 27, 28, |
|1.4 Transformations of |(y=x y=x2, y=x3, y=(x, y=(x() |29, 36, 65-68) |
|Functions |Describe a graph by its transformations. | |
| |Graph a function that is a transformation. | |
|Day 7 |Add, subtract, multiply, and divide functions. |1.2-1.4 Practice Quiz |
|1.5 |Find compositions of functions. | |
|Combinations of Functions | |Pg. 58 (6-8,35, 36, 85) |
|Day 8 |Algebraically, find the inverse of a function. |1.2-1.4 Quiz |
|1.6 |Verify two functions are inverses algebraically, numerically, and graphically. | |
|Inverse Functions |Use the Horizontal Line Test to determine if a function is one-to-one and so has an |Task Rotation |
| |inverse. | |
| | |Pg. 69 (5, 19, 44, 62, 112) |
|Day 9 | |Chapter 1 Review WS |
|Chapter 1 Review | | |
|Day 10 | |Chapter 1 Test |
|Chapter 1 Test | | |
|1.1 Slope |
|Find slope and y |
|intercept for a line from |
|a graph and from an |
|equation. |
|Interpret the slope and y- |
|intercept of a line. |
|Graph a line. |
|Write an equation of a |
|line given two points. |
|Write an equation of a line |
|through a point and (( or |
|( to a given line. |
|1.7 Regression |
|Draw a scatter plot |
|by hand and on a |
|calculator. |
|Interpret r |
|(correlation). |
|Use scatter plots to |
|find linear models |
|for data. |
| |
|1.2 Functions |
|Determine whether a relation represents a function from a mapping diagram, table, or ordered pairs. |
|Determine whether an equation represents y as a function of x. |
|Evaluate a piece-wise function at a specified value. |
|Find the domain of a function from its equation. |
|Use a graphing utility to find domain and range. |
| Graphs |
|Graph a function, then find the domain and range algebraically and graphically. |
|Use the Vertical Line Test to determine whether y is a function of x. |
|Determine increasing, |
|decreasing, or constant |
|intervals. |
|Approximate relative min and max values from a graph. |
|Graph piecewise functions. |
|Determine if a function is even or odd. |
|Transformations |
| |
|Sketch graphs of parent functions by hand. (y=x y=x2, y=x3, y=(x, y=(x() |
|Describe a graph by transformations. |
|Graph a function with transformations. |
|Combinations of Functions |
| |
|Add, subtract, multiply, and divide functions. |
| |
|Find compositions of functions. |
| |
|1.6 Inverses |
|Algebraically, find the inverse of a function. |
| |
|Verify two functions are inverses algebraically, numerically, and graphically. |
| |
|Use the Horizontal Line Test to determine if a function is one-to-one and so has an inverse. |
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related searches
- genesis chapter 1 questions and answers
- psychology chapter 1 questions and answers
- parent functions and their equations
- inequalities and their graphs calculator
- trigonometric functions and their derivatives
- nutrients and their functions pdf
- different types of graphs and their uses
- graphs of all trig functions and periods
- graphs and their derivative graphs
- functions and their derivative graphs
- inverse functions and their derivatives
- cells and their functions worksheet