advertisement
Identify a function exhibiting a constant rate of change as a linear function and identify the slope as a unit rate. 0706.3.9
Links verified on 1/15/2010
- Equations and Graphs of Straight Lines - explanation of several ways to arrive at an equation or a graph
Find Slope and y-Intercept - [15 slides] designed as a bellwork assignment, this show gives practice at reading slope and intercept from graphs
- Graphing Linear Equations - introduction followed by an in-depth explanation, examples and two pages of practice questions
- Introduction to Functions - [5 pages] use this in lesson preparation or as a handout to print for your students
![]()
Practice Converting Linear Equations into Slope-Intercept Form - [11 slides] this show provides several opportunities for student practice - Expanded version of this show [25 slides]
- Rate of Change: Connecting Slope to Real Life - a lesson on using slope to find the rate of change accompanied by graphs and explanations
- Rate of Change Practice Problems - nine practice problems (including a graph to interpret) followed by an answer key
Slope-Intercept Form - [12 slides] this show uses animation very effectively, provides examples and the chance for student response and invludes a great real-world application of slope-intercept
Slope Intercept Jeopardy - this show is in Jeopardy format; with five categories each with five questions - good for a while class review
- Using the X and Y Intercept to Graph Linear Equations - This follow up to the lesson on slope and rate of change deals with linear equations written in standard form rather than slope intercept form
- Finding the X Intercept and Y Intercept to Graph Standard Form Equations - five practice problems to practice using what was learned in the lesson above, followed by an answer key
- Straight Lines and Slopes - explanation from Regents Prep assessment preparation site [This expired page is brought to you by the Internet archive, the Wayback Machine.]
Internet4classrooms is a collaborative effort by
Susan Brooks and Bill Byles.
Use of this Web site constitutes acceptance of our Terms of Service and Privacy Policy.