Straight line 1: A1x+B1y+C1=0,
Straight line 2: A2x+B2y+C2=0,
Then the intersection point of two straight lines can be calculated as follows:
Results:
x=(B1C2-B2C1)/(B2A1-B1A2)
y=(A1C2-C1A2)/(B1A2-A1B2)
5X + 8Y = 12
-4X + 3Y = 6
Click "calculate" to output the result
X coordinate of intersection point: -0.2553,
Y coordinate of intersection point: 1.6596,
Results:
Straight line 1: 5x + 8y = 12
Straight line 2: -4x + 3Y = 6
Intersection: -0.2553,1.6596
Powered by TorCMS (https://github.com/bukun/TorCMS).