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Linear Functions, their Attributes, & Interpreting Slope and y-Intercept
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Algebra 1 - Linear Functions, their Attributes, & Interpreting Slope and y-Intercept

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Algebra 1 Linear Functions, their Attributes, & Interpreting Slope and y-Intercept

Linear Functions, their Attributes, & Interpreting Slope and y-Intercept Transcript and Lesson Notes

I start off by giving the definition of a linear function, slope and y intercept. At 6:15 I work through two examples of finding slope from 2 points. At 13:05 we look at a real world setting modeled by a linear regressio

Quick Summary

I start off by giving the definition of a linear function, slope and y intercept. At 6:15 I work through two examples of finding slope from 2 points. At 13:05 we look at a real world setting modeled by a linear regressio

Key Takeaways

  • Review the core idea: I start off by giving the definition of a linear function, slope and y intercept. At 6:15 I work through two examples of finding slope from 2 points. At 13:05 we look at a real world setting modeled by a linear regressio
  • Understand how linear function fits into Linear Functions, their Attributes, & Interpreting Slope and y-Intercept.
  • Understand how linear equation fits into Linear Functions, their Attributes, & Interpreting Slope and y-Intercept.
  • Understand how line fits into Linear Functions, their Attributes, & Interpreting Slope and y-Intercept.
  • Understand how lines fits into Linear Functions, their Attributes, & Interpreting Slope and y-Intercept.

Key Concepts

Full Transcript

I start off by giving the definition of a linear function, slope and y intercept. At 6:15 I work through two examples of finding slope from 2 points. At 13:05 we look at a real world setting modeled by a linear regression line and interpret the meaning of the slope and the y intercept in this real life application. At 21:16 I graph the equation from the previous word problem using the slope and y-intercept and with the x-intercept and y-intercept. We then zoom in to the area of the graph that is appropriate to the word problem. At 29:16 I discuss the attributes of linear graphs, like how can you identify if they will be increasing or decreasing, if there are any maximum or minimums, and horizontal and vertical lines. Please check out my other lessons about Linear Functions: Graphing Lines in Slope-Intercept form y=mx+b https://www.youtube.com/watch?v=xyVJZKu7Euw Graphing lines using X & Y Intercepts https://www.youtube.com/watch?v=KtgddI4qIok Standard Form of a Line https://www.youtube.com/watch?v=sF7G0EMR_hw Slope and Equations of Lines https://www.youtube.com/watch?v=xf8-BEdoSss Equations of Lines and Graphing https://www.youtube.com/watch?v=Wmi1EysOHUQ Equations of parallel and perpendicular lines https://www.youtube.com/watch?v=ECljEiIgX_M Regression Lines and Correlation with TI-84 https://www.youtube.com/watch?v=L_h7nqNqgPs Check out www.ProfRobBob.com, there you will find my lessons organized by class/subject and then by topics within each class. Find free review test, useful notes and more at http://www.mathplane.com

Lesson FAQs

What is Linear Functions, their Attributes, & Interpreting Slope and y-Intercept about?

I start off by giving the definition of a linear function, slope and y intercept. At 6:15 I work through two examples of finding slope from 2 points. At 13:05 we look at a real world setting modeled by a linear regressio

What key concepts are covered in this lesson?

The lesson covers linear function, linear equation, line, lines, slope.

What should I learn before Linear Functions, their Attributes, & Interpreting Slope and y-Intercept?

Review the previous lessons in Algebra 1, then use the transcript and key concepts on this page to fill any gaps.

How can I practice after this lesson?

Practice by applying the main concepts: linear function, linear equation, line, lines.

Does this lesson include a transcript?

Yes. The full transcript is visible on this page in indexable HTML sections.

Is this lesson free?

Yes. CourseHive lessons and courses are available to learn online for free.

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