🎯

Learning Goal

‹3 of 6 in this skill_area›

Slope-intercept, point-slope, and standard forms

Teacher tools for this standard

Lesson Plan · Guided Notes · Exit Ticket · Re-teach · Homework

A 406. Exhibit knowledge of slope *(Algebra, 20–23)* A 514. Determine the slope of a line from an equation *(Algebra, 24–27)* G 510. Determine the slope of a line from points or a graph *(Geometry, 24–27)* — context only; owned by `act-geo-coord-slope`, not an anchor of this brief AF 503. Match linear equations with their graphs in the coordinate plane *(Algebra/Functions, 24–27)*

Show more

A 406. Exhibit knowledge of slope (Algebra, 20–23)
A 514. Determine the slope of a line from an equation (Algebra, 24–27)
G 510. Determine the slope of a line from points or a graph (Geometry, 24–27) — context only; owned by act-geo-coord-slope, not an anchor of this brief
AF 503. Match linear equations with their graphs in the coordinate plane (Algebra/Functions, 24–27)

What you'll learn

  1. Write the equation of a line in slope-intercept, point-slope or standard form from a slope and a point, two points, or a graph, and convert it among the three forms
  2. Read the slope and $y$-intercept from an equation (the coefficient of $x$ in slope-intercept form, $-A/B$ in standard form) and use them to match the equation to its graph
  3. Write the equation of a horizontal or vertical line ($y = k$ or $x = h$), and explain from the equation which way the line runs
  4. Choose the form of a linear equation that reaches what a question asks for in the fewest steps

Slides

Step through the lesson, or watch it as a narrated video

Slides

In development

Not yet available • Check back soon!

Was this lesson helpful?
Report a problem with this page