There is no particular formula, as the equations of the lines could vary. Most of the time though, setting the equations to the lines equal to each other, and then solving for a variable is a good way. For example:
y = 2x +3
y = 14x - 2
2x + 3 = 14x - 2
2x + 5 = 14x
5 = 12x
5/12 = x
Now we have our x-coordinate, and we just have to find our y-coordinate, by plugging the x-coordinate into one of the two equations:
y = 2(5/12) + 3
y = (5/6) + 3
y = 23/6
Thus, our point is at (5/12 , 23/6)
Lines intersecting at a point are known as co-linear.
Intersecting lines.Intersecting lines.Intersecting lines.Intersecting lines.
Two lines are intersecting if they have exactly one point in common.
intersecting is when the point where two lines cross
as long as there is 2-infinite amount of lines meeting at one point, (intersecting) it is known as an intersecting line.
Lines intersecting at a point are known as co-linear.
Intersecting lines
Intersecting lines.Intersecting lines.Intersecting lines.Intersecting lines.
Two or more lines that meet at a point are called intersecting lines.
Two lines are intersecting if they have exactly one point in common.
intersecting is when the point where two lines cross
as long as there is 2-infinite amount of lines meeting at one point, (intersecting) it is known as an intersecting line.
Lines sharing a common point intercept at that point.
intersecting lines
Intersecting lines
They are intersecting lines
intersecting lines