# When you’re given coordinates

When you are given coordinates for two points on a straight line finding the gradient is logic based on what you already know.

**Example**

Given 10, 8 and 6, 6 find the gradient of the line.

First plot on a graph to help visualise.

`Gradient\ (m)=\(y(chang\e\ i\n))/(x(chang\e\ i\n)`

Then draw the line between the points.

Now work out the horizontal `(x)` and vertical `(y)`

`Gradient\ (m)=(+2)/(+4)=1/2`

Gradient of this line `(m)`=`1/2=0.5`

# When you’re given coordinates

When you are given coordinates for two points on a straight line finding the gradient is logic based on what you already know.

**Example**

Given 10, 8 and 6, 6 find the gradient of the line.

First plot on a graph to help visualise.

`Gradient\ (m)=\(y(chang\e\ i\n))/(x(chang\e\ i\n)`

Then draw the line between the points.

Now work out the horizontal `(x)` and vertical `(y)`

`Gradient\ (m)=(+2)/(+4)=1/2`

Gradient of this line `(m)`=`1/2=0.5`