The first thing you may want to do would be to find the tangent line to the function. The tangent line is a line that passes through a given point on a function, but does not touch any other point on the function (assuming the function is one to one). Assuming you have the tangent line, the normal line is simply perpendicular to the tangent line- it forms a 90 degree angle with the tangent line.
One you have the tangent line and the point which it passes through, you can find the normal line. To obtain the perpendicular line to any function, take the inverse reciprocal of the slope (if your slope was 2, it is now -.5). After that, plug in your (x, y) coordinate, and you can solve for the constant b (assuming there is one).
This should give the normal line to a tangent of at a point on a function.
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find equation of the line. write equation in slope intercept form. (5,5) parallel line (3,13) and (12,13)
The equation is the definition of the line.If the line is undefined, then it has no equation.
If it is a straight line, then the equation is linear.
General form for a line equation is: y=mx+b.
an inequality is a equation simalr to a normal one but the to equations are not = they use they signs < > = sin with a line trough it and < > signs with underlines