find y intercept from a table calculator Videos

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Building on concepts from the Introduction video above (x, y table and intercepts), I graph a line and find its slope based on the graph. Then I graph the line just using the
⏲ 17 min 9 sec ✓ 11-Nov-2015
Brian McLogan
⏲ 4 minutes 24 seconds 👁 254.1K
Brian McLogan
⏲ 3 minutes 32 seconds 👁 258.8K
In this video, we look at one more example of writing a slope-intercept form equation given just two points from the line.What makes this one a little more difficult is that neither of the points are the y-intercept.In this case, we first find the slope of the line, m, by using the slope formula with both points.Then, we use one of the points and substitute the values in for x and y into the equation, along with the value of the slope m.In this case, the only variable left to solve for i
⏲ 3 min 19 sec ✓ 10-Jul-2015
The Organic Chemistry Tutor
⏲ 13 minutes 8 seconds 👁 358.2K
The Organic Chemistry Tutor
⏲ 15 minutes 16 seconds 👁 20.8K
In this video, we look at how to turn a linear equation from standard form into slope-intercept form.To do this, we use our Algebraic properties of equality to move the x variable term to the other side of the equation, and the solve for the y variable to get it isolated.Once the equation is in slope-intercept form, we can easily tell the slope and y-intercept, or use the equation to find values and make a graph.
⏲ 2 min 33 sec ✓ 10-Jul-2015
Professor Dave Explains
⏲ 6 minutes 52 seconds 👁 217.4K
Mathcation
⏲ 4 minutes 10 seconds 👁 16.9K
In this video, we learn how to write a slope intercept form equation given just two points from a line.We learn how to recognize if one of the points is a y-intercept, by seeing that the x-value is 0.We then use the slope formula and the two points to find the slope of the line.Once we have the y-intercept and slope, we substitute those values in for b and m in the slope intercept form equation y = mx + b.
⏲ 2 min 85 sec ✓ 10-Jul-2015
Khan Academy
⏲ 2 minutes 👁 240.1K
8th Grade Math Tutorials Mrs Minor
⏲ 6 minutes 40 seconds 👁 87.3K
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