This is the original page for the slope-intercept form for the equation of a line. All this information plus more can be found on our new slope-intercept form page. You can find that page by clicking here. There is a link back to this original page on the new page.

*y = mx + b*

Above is a program that will help you visualize how changing the values for the
slope, ** m**, and the y-intercept,

Notice that when the slope, ** m**, is positive, the line slants upward to the right. The more positive

When the slope is negative, the line slants downward to the right, and, as the slope becomes more and more negative, the line will slant downward steeper and steeper to the right.

Also, notice that when the y-intercept, ** b**, is positive, the line crosses the y-axes above y = 0. When

**Summary of Details**

This linear function:

*f(x) = mx + b*

May be graphed on the x, y plane as this equation:

*y = mx + b*

- This equation is called the slope-intercept form for a line.
- The graph of this equation is a straight line.
- The slope of the line is
.*m* - The line crosses the y-axis at
.*b* - The point where the line crosses the y-axis is called the y-intercept.
- The x, y coordinates for the y-intercept are (0,
).*b*

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