Slope Calculator allows you to find the slope of line between given two points in the Cartesian coordinate system with formula.
A slope calculator is an online geometry tool. It takes twodimensional coordinate points (x_{1}, y_{1}) and (x_{2}, y_{2}) as an input. As a result, it gives the Slope of Line passing through those points.
It is the amount of slant which the line has. Also, its value can be zero, positive, negative, or undefined. Most importantly, we need two coordinate point values to find the slope.
You can easily find the slope of a line using the following formula.
m = 

= 

= tan(θ) 
Where,
m = Slope
(x_{1}, y_{1}) and (x_{2}, y_{2}) = Coordinate Points
tan(θ) = Angle of Incline
Let's take an example to understand the calculation process.
Find the slope of line that passes throght the Coordinate Points (x_{1}, y_{1}) = (5, 10) and (x_{2}, y_{2}) = (8, 18).
Firstly, let's define all the values.
Here,
x_{1} = 5
y_{1} = 10
x_{2} = 8
y_{2} = 18
Now place above all values in slope formula.
m = 

m = 

= 

= 2.6667
So, we get slope(m) = 2.6667.
It's very simple to solve the equation for small numbers. But it becomes complex when we are dealing with big numbers. So, in this situation, you can use our slope calculator and make complex calculations easy and fast.
Distance (d) = √(ΔX^{2} + ΔY^{2})
OR
Distance (d) = √(x_{2}  x_{1})^{2} + (y_{2}  y_{1})^{2}
It's very simple to use our calculator. Just follow the steps below.