You can watch a video tutorial here.

Excel is widely used for mathematical operations due to the variety of functions and tools it provides. When working with Excel, you may need to find the slope of a set of coordinates. There are 3 ways of doing this:

- Create a chart and use the equation on the trendline
- Use the SLOPE() function: this returns the slope of a line
- Syntax: SLOPE(known-y’s, known-x’s)
- known-y’s: the range of the y values
- known-x’s: the range of the x values

- Syntax: SLOPE(known-y’s, known-x’s)
- Use the mathematical formula to calculate the slope (m)
- m = change in y coordinates/change in x coordinates

## Option 1 – Use the equation

### Step 1 – Insert a chart

- Select the data
- Go to
**Insert > Charts** - Expand the
**Insert Scatter (X,Y) or Bubble Chart**dropdown - Select
**Scatter with Straight Lines**

### Step 2 – Open the **Format Trendline **menu

- Select the chart and/or the line
- Go to
**Chart Design > Add Chart Element > Trendline > More Trendline Options**

### Step 3 – Select the display option

- In the
**Format Trendline**pane, select**Display Equation on chart** - The equation will be displayed on the chart

### Step 4 – Find the value of the slope

- The slope is the number adjacent to ‘x’

## Option 2 – Use the SLOPE function

### Step 1 – Create the formula

- Select the cell where the result is to be displayed
- Type in the formula using cell references:

=SLOPE(range of y, range of x)

- Press
**Enter**

### Step 2 – Check the result

- The value matches that in the equation

## Option 3 – Use the SLOPE formula

### Step 1 – Create the formula

- Select the cell where the result is to be displayed
- Type in the formula using cell references:

=(y2-y1)/(x2-x1)

- Press
**Enter**

### Step 2 – Check the result

- The value matches that derived from the other 2 options