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A line equation is given, draw the respective line in a coordinate plane.
A straight line is to be drawn for a given line equation. If desired, the coordinate system can be specified or a suitable coordinate system will have to be drawn.
The straight line equation and the dimensions of the coordinate system are designed in such a way that the straight line can be drawn without particular difficulties. The Y-axis segment, for example, can be selected to lie on only full or even half coordinate plane squares (vertical divisions). It is preselectable whether the straight line may, may not or even must pass through the origin.
With regard to the coordinate system, it can be set whether only quadrant one is to be swept with positive X and Y coordinates, or also the quadrants containing coordinates with negative signs. The coordinate system can be output in three different sizes.
The slope is always such that a slope triangle would be a maximum of four boxes wide, i.e. would have a divisor of maximum four. It can be limited to only positive or only negative slope, with or without the possibility of a slope of zero.
In the straight line equation, fractions will regularly occur for m (slope) and b (Y-axis intersection). It is adjustable whether these are represented as fraction or decimal fraction.
Topics: Analysis Equations Functions Geometry Rational Numbers
Tags: Coordinate system Drawing Multiplication
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