Chapter 2 - Linear Relations and Functions

Day1 - Date: B 10/21, W 10/22

2.1 Review of linear Equations (Graphing with intercepts and points)

IC: 2 - 16 even

HW: Finish IC

Day2 - Date: B 10/23, W 10/24

2.1 Review of linear Equations (Graphing with Slope/Y-intercept)

IC: 1 - 16 all

HW: Finish IC

Day3 - Date: B 10/25, W 10/28

2.1 Review of linear Equations (Graphing Review)

IC: 2- 16 even

HW: 1 - 15 odd

Day4 - Date: B 10/29, W 10/30

Quiz 2.1

Day5 - Date: B 10/31, W 11/1

2.2 Review of linear Equations (Write the Equation, pt1)

IC: 1 - 12 all

HW: Finish IC

Day6 - Date: B 11/4, W 11/5

2.2 Review of linear Equations (Write the Equation, pt2)

IC: 1 - 14 all

HW: Finish IC

Day 7 - Date: B 11/6, W 11/7

2.2 Review of linear Equations (Write the Equation, Review)

IC: 2 - 22 even

HW: 1 - 21 odd

Day 8 - Date: B 11/8, W 11/12

Quiz 2.2

Day 9 - Date: B 11/13, W 11/14

2.3 Scatterplots and Correlation - Notes

IC: 1-11 all

Day 10 - Date: B 11/25, W 11/22

2.4 Lines of Best Fit - Notes

Car Data - In Geogebra, plot the data, create a line-of-best-fit, and find the slope of the line (all work for the slope should be placed on the graph in Geogebra)

Day 11 - Date: B 12/2, W 12/3

2.4 Lines of Best Fit - Notes

Euro 2012 Data -

1. Open the file

2. Choose 2 variables to examine for any relationship

3. Create a new Geogebra file called Euro_2012

4. Enter the data of the 2 columns chosen

5. Describe the relationship that exists (strong/weak and positive/negative)

6. Label the x and y axis with the names of the variables that are graphed along those axes.

7. Choose two points that will create the Line of Best Fit

8. Find the equation of the line using variables that represent the data graphed

Day 12 - Date: B 12/4, W 12/5

2.4 Lines of Best Fit - Notes

MLB 2016 Attendance Data

1. Open the file

2. Choose 2 variables to examine for any relationship

3. Create a new Geogebra file called MLB_Attendance

4. Enter the data of the 2 columns chosen

5. Describe the relationship that exists (strong/weak and positive/negative)

6. Label the x and y axis with the names of the variables that are graphed along those axes.

7. Choose two points that will create the Line of Best Fit

8. Find the equation of the line using variables that represent the data graphed

9. Explain the meaning of the slope and y-intercept

Day - Date: B 12/10, W 12/11

2.4 Lines of Best Fit - Notes

IC: 1-7 all

Day 13 - Date: B 12/12, W 12/13

2.5 Lines of Best Fit - Interpreting Slope and Y-intercept

IC: 1 - 4 all

Day 14a - Date: B 12/16, W 12/17

2.5 Lines of Best Fit - Interpreting Slope and Y-intercept

IC: 1 - 15 all

Day 14b - Date: B 12/18

2.5 Lines of Best Fit - Interpreting Slope and Y-intercept

IC:

Day 15 - Date: B 12/20, W 12/19

2.4 - 2.5 Quest- Lines of Best Fit

Unit 2 Review

IC: 1 - 23 all

Day 20

Unit 2 Exam