Suzanne Louks.  This project came about from a curriculum/test analysis workshop where we looked at the Algebra practice test scores and decided where.

Slides:



Advertisements
Similar presentations
Accelaration, Speed, and Velocity
Advertisements

~ Chapter 6 ~ Algebra I Algebra I Solving Equations
Academic Content Standards Patterns, Functions, and Algebra Standard 8 th Grade 1. Relate the various representations of a relationship; i.e., relate.
Data often can be represented by a scatter plot. Lots of the time, we are interested in finding out the rate of change, aka slope, whether it be a decrease.
Writing and Graphing Linear Equations
2.5 Linear Equations. Graphing using table Graphing using slope and y-intercept (section 2.4) Graphing using x-intercept and y-intercept (section 2.5)
Slope-Intercept and Point-Slope Forms of a Linear Equation
Linear Equations in Two Variables
Slope – Intercept Form. Objective: Students will investigate graphs to determine what the coefficients and constants represent in the slope-intercept.
Graphing and Writing Equations in Slope-Intercept Form
7.2 Review of Equations of Lines; Linear Models
Summer Assignment Review
Lesson 3-4 Equations of Lines. Ohio Content Standards:
1-1MONTUEWEDTHUFRI 1-2MONTUEWEDTHUFRI 1-3MONTUEWEDTHUFRI 1-4MONTUEWEDTHUFRI 1-5MONTUEWEDTHUFRI 1-6MONTUEWEDTHUFRI 1-7MONTUEWEDTHUFRI 1-8MONTUEWEDTHUFRI.
Unit 4 Linear Functions Weeks
Bell Ringer Write an equation in slope – intercept form that is parallel to the line 5
TODAY IN ALGEBRA…  Warm up: Calculating Slope  Learning Goal: 5.1b You will write equations of lines in slope intercept form given two points  Independent.
Grade 10 Academic Math Chapter 1 – Linear Systems Introduction to Linear Systems Day 1 & Finding POI using Graphing Calculators - Day 2.
Submitted to - Sh.Bharat Bhushan Sir Submitted by- Mayank Devnani
1.3 Linear Equations in Two Variables Objectives: Write a linear equation in two variables given sufficient information. Write an equation for a line.
Algebra Review for Units 3 and 4: Graphing Linear Equations and Inequalities Critical Thinking Skill: Demonstrate Undestanding of Concepts
Notes from 8/29/13. T-Charts (cont.)  Check Units!  For given information (2), check that same quantities have the same unit (ex. time: s and min should.
Objectives 1.Define and calculate acceleration 2.describe how the physics definition of acceleration differs from the everyday definition of acceleration.
Unpacking the EOC Algebra I Release Items Eligible Texas Essential Knowledge and Skills Texas Education Agency Student Assessment Division Fall 2010.
Section 3.2 Special Forms of Linear Equations in Two Variables.
Section 3.2 Special Forms of Linear Equations in Two Variables.
Goal: Write a linear equation..  1. Given the equation of the line 2x – 5y = 15, solve the equation for y and identify the slope of the line.  2. What.
Lesson 3-6/3-7: More Equations of Lines (parallel and perpendicular) Objective Students will: Write equations given two points State the slope and y-intercept.
Motion Describing and Measuring Motion Slow Motion on Planet Earth Acceleration Table of Contents.
Algebra 3 Lesson 1.3 Objectives: SSBAT write the equation of a line given the slope and y-intercept. SSBAT write the equation of a line given the slope.
Everything You Will Ever Need To Know About Linear Equations*
Section 2.5 Other Equations of Lines  Point-Slope Form (y – y 1 )=m(x – x 1 )  Special pairs of lines: Parallel Lines m 1 = m 2 Perpendicular lines m.
Graphing Test Review Algebra. Is the equation Linear? xy = 7x + 4 = y ¾ = y xy = 7x + 4 = y ¾ = y No yes yes.
Write the equation of line in slope-intercept form with a slope of 2 and y-intercept of -5 Question 1A.
Derivation of Kinematic Equations
Monday, September 23, 2013 H Physics Warm Up Find the a and Δx for the velocity vs time graph Standards: 1a Students know how to solve problems that involve.
Linear Algebra Unit Portfolio Presentation Stephanie Zub.
Chapter 6 Equations of a line.
Rate of Change and Slope
Graphing Test Review Algebra.
Investigating Patterns Cornell Notes & Additional Activities.
Writing and Graphing Linear Equations
Find the slope of the line through P(-6,2) and Q(-5,3) m.
Writing and Graphing Linear Equations Linear equations can be used to represent relationships.
Graphs of Motion Physics Ms. Allison. General Graphing Rules Title Label x and y axis with units - Dependent variable is on the y-axis; independent is.
LINEAR EQUATIONS AND INEQUALITIES College Algebra.
Time (days)Distance (meters) The table shows the movement of a glacier over six days.
Understand linear equations and its types. Form the linear equations involving slopes of different situations. Students and Teachers will be able to.
Slope-Intercept Form Unit 3 Module 11 Lesson 2 Holt Algebra 1
Point-Slope Form 4-7 Warm Up Lesson Presentation Lesson Quiz
CONFIDENTIAL 1 Algebra1 Point-Slope Form. CONFIDENTIAL 2 Warm Up Write the equation that describes each line in slope-intercept form. 1) slope = 3, y-intercept.
Lines in the Coordinate Plane
Section P.2 – Linear Models and Rates of Change. Slope Formula The slope of the line through the points (x 1, y 1 ) and (x 2, y 2 ) is given by:
2.2: Linear Equations. Graphing Linear Equations y is called the dependent variable because the value of y depends on x x is called the independent variable.
WARM UP Describe the motions that you can see in this photo.
Grade 10 Mathematics Graphs Application.
3-5 Slopes of Lines Warm Up Lesson Presentation Lesson Quiz
Parallel and Perpendicular. 1. What is the slope of y = 3? a. 3 b. 0 c. Undefined d
TODAY IN ALGEBRA…  Warm Up: Writing equation in slope- intercept form, then identifying the slope and y-intercept  Learning Goal: 4.6 You will write.
Motion graphs pg.11. Create and interpret graphs of position versus time. Calculate velocity from the slope of the position vs. time graph. Create and.
1 The South Mississippi Science and Mathematics Partnership Program (SMP) 2 Supported by The U.S. Department of Education and Administered by The Mississippi.
Unit 1: Linear Functions and Inequalities Day 2: Writing Equations of Lines and Graphing.
IMPACT SAMR Cover Sheet Task OverviewLearning Objective(s)Suggested Technology Explain how to find slope given 2 points then be able to write in slope.
Graphical Analysis Of Motion
Motion of a Toy Car Lab Position vs. Time Graph
Non-Constant Velocity
Do Now Can you Reason abstractly?
Position Time Graphs.
3.1 Space and Position 1.
UNIT SELF-TEST QUESTIONS
Presentation transcript:

Suzanne Louks

 This project came about from a curriculum/test analysis workshop where we looked at the Algebra practice test scores and decided where we needed improvement.  The intent was to incorporate as many of the Algebra frameworks into my curriculum as possible and improve on my kinematics lessons.

 Graphing motion using both the Algebra and Physical Science frameworks.

Skills covered include: determining constant motion from a graph, creating a graphing, Creating a slope-intercept equation from graph or given information, independent and dependent variables Comparison of speed vs. velocity Understanding slope and y-intercept

 LF.3.AI.4 - Identify independent variables and dependent variables in various representational modes: words, symbols, and/or graphs  LF.3.AI.5 - Interpret the rate of change/slope and intercepts within the context of everyday life (Ex. telephone charges based on base rate (y-intercept) plus rate per minute (slope))  LF.3.AI.6 - Calculate the slope given two points the graph of a line the equation of a line  LF.3.AI.7 - Determine by using slope whether a pair of lines are parallel, perpendicular, or neither  LF.3.AI.8 - *Write an equation in slope-intercept, point-slope, and standard forms given  two points a point and y-intercept y-intercept and x-intercept a point and slope a table of data The graph of a line  LF.3.Al.9 - Describe the effects of parameter changes, slope and /or y- intercept, on graphs of linear functions and vice versa.  NLF.4.AI.5 - Communicate real world problems graphically, algebraically, numerically and verbally

P.6.PS.2- Explain how motion is relative to a reference point  P.6.PS.3 - Compare and contrast among speed, velocity and acceleration  P.6.PS.4 - Solve problems using the formulas for speed and acceleration:  P.6.PS.5 - Interpret graphs related to motion: distance versus time (d-t)

I did this activity on the second day of covering motion. Background required – The students need to have covered one dimensional motion and graphing. They need to cover slopes and slope- intercept.

 The teacher needs to make sure the students have the background to be successful.  The teacher will make sure all appropriate supplies are available. ◦ Constant motion vehicle ◦ Meter sticks ◦ Timers The Teacher should divide the class into groups and assign jobs or have students choose jobs. timer measurer Marker recorder The Teacher should go over the lab with the class before performing it making sure students understand what is expected of them and answer any questions they may have.

 The students are expected to have finished the pre – lab as homework.  They should ask any questions they have after the teacher describes the lab.  The students are expected to perform the lab as expeditiously as possible.  The students outcomes should include an increased understanding of graphing and slopes.

 The students will measure the distance a constant velocity car goes in given intervals for a total of 30 seconds.  One student will call time  One student will mark cars position at time intervals  One student will measure distance between marks  One student will record the data

 Students will then return to their groups and graph the data, analyze the data(determine speed from the slope) and draw their conclusions.  They will then answer the post lab questions.  The next day the class will review the lab, lab questions, and Homework.

 The student really enjoyed the lab. We went outside under the pavilion.  You have to watch the boys because they want to get a little rough with the cars.  When they graphed the information and determined the speed of the vehicle it helped them understand the meaning of the slope.  The Algebra teacher told me a couple of weeks later that her kids told her about our experiment and that they understood the slope.

Description 1 point No work or below average work 2 points Work done but below average Some incorrect 3 points Work done Average Almost all correct 4 points Work done All correct Above average 5 points Work done All correct Superior Performed lab; stayed on task; worked well with group members; good data Graph completed neatly including title, labels and scaling Pre lab completed correctly; neatly Post lab completed correctly ; neatly Analysis and conclusion completed correctly including any possible reasons for error.

 This lab worked out really well.  I added the pre-lab after we did the lab to help ensure students have some background knowledge.  Their understanding of slope and graphing were increased according to their Algebra teacher.