*Linear* *Equations* - – then you're dealing with a straht-__line__ __equation__. A **linear** **equation** is an **equation** for a straht **line**. There are many ways of writing **linear** **equations**, but they usually have constants like "2" or "c".

Straht-__Line__ __Equations__ Slope-Intercept Form Purplemath Use the __equation__ to find the y value for any x on that __line__. Straht-*line* *equations*, or "*linear*" *equations*, graph as straht *lines*, and have simple variable expressions with no exponents on them.

**Equation** of a **line** - slope and intercept form. Coordinate Geometry. They may look different, but they all describe the same __line__--a __line__ can be described by many __equations__. Definiton of the *equation* of a straht *line*, in 'slope and intercept' form y = mx+b. If I wanted to tell you how to draw a particular *line* by email, I could *write*.

SparkNotes Writing *Equations* Slope-Intercept Form An *equation* in the slope-intercept form is written as $$y=mx b$$ Where m is the slope of the *line* and b is the y-intercept. A summary of Slope-Intercept Form in 's Writing *Equations*. *Write* an *equation* of the *line* with slope m = which crosses the y-axis at.

Straht-*Line* *Equations* Point-Slope Form Purplemath Here are two points (you can drag them) and the *equation* of the *line* through them. In the previous lesson, we saw the slope-intercept form for straht *lines*. The other format for straht-*line* *equations* is ed the "point-slope" form.

Writing *Equations* of *Lines* - Shmoop You can use this *equation* to *write* an *equation* if you know the slope and the y-intercept. Yes, Writing *Equations* of *Lines* isn't particularly exciting. But it can, at least, be enjoyable. We dare you to prove us wrong.

Finding the *Equation* of a *Line* Given Two Points 1 - Cool Math But how you go about acquiring these two pieces of information, and what you do with them afterwards, can vary depending on the situation. Finding the __Equation__ of a __Line__ Given Two Points. I showed you how to get the __equation__ of a __line__ given a point. Let's find the __equation__ of the __line__ that.

Writing *linear* *equations* using the slope-intercept form. There are several forms that the *equation* of a *line* can take. Where m is the slope of the *line* and b is the y-intercept. You can use this *equation* to *write* an *equation* if you know the slope and the y-intercept. Example.

Write equation of a line:

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