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`y = m*x+b`

Enter a value for all fields

The **Slope Intercept form of a Line **utility provides the slope-intercept form of a line based on the value of two points (x_{1} , y_{1} and x_{2} , y_{2}).

**INSTRUCTIONS:** Enter the following:

- (
**x**) This is the x coordinate of the first point._{1} - (
**y**) This is the y coordinate of the first point._{1} - (
**x**) This is the x coordinate of the second point._{2} - (
**y**) This is the y coordinate of the second point._{2}

**Slope Intercept form of a Line:** The utility returns a string with the slope-intercept form of the line.

- Area of a triangle base on the base and height
- Area of a triangle using two sides and the interior angle.
- Area of a triangle using two angles and the interior side.
- Area of a triangle using three known sides.
- Area of Equilateral Triangle
- Area of a triangle defined by three points (x,y) in a plane.
- Height of a triangle based on the area and base
- Interior Angle of a triangle based on the length of three sides
- Semi-perimeter of a triangle
- Area between two vectors
- Compute the Distance Between a Point and a Line
- Compute the area of a triangle defined by three points
- Compute the distance between two points
- Compute the slope intercept form of a line from two points
- Compute the mid-point between two points

The** slope intercept form** gives the equation of a line, using the slope (m) and a point on the y-axis (b) as follows:

y = mx + b

The algorithm looks for the following special cases:

- If the two points are the same, no line is formed just a point.
- If the x components are the same, the slope is infinite, and the line has a constant value equal to the x component.
- If the y components are the same, the slope is zero, and the line has a constant value equal to the y component.

With the slope and intercept (b) from the slope intercept formula, you can enter any value of x and get the corresponding value of y on the line.