In this post, *you’ll learn about INTERCEPT Function, its syntax and the way of using INTERCEPT Function in an **excel* spreadsheet.

## What is an INTERCEPT Function?

**INTERCEPT** refers to the point on the axis, in which the line crosses over on it.

INTERCEPT Function is a statistical function. The INTERCEPT Function in Excel calculates and returns the point in which **the regressive line interact with the y-axis** based on **known x** and **known y** value.

#### Syntax

=INTERCEPT(known_y’s, known_x’s)

##### Argument**:**

**=**– built-in function.**INTERCEPT()**–function name.**known_y’s**–the known numeric data points(y-value, dependent value).**known_x’s**– the known numeric data points(x-value, independent value).

The INTERCEPT point is based on a fit regressive line, which is plotted through known x and known y value. You can use INTERCEPT Function to calculate the **dependent variable**, when the **independent variable is zero(0)**.

## Notes:

- Arguments can be names, numbers, array, zero or reference that consists of only numbers.
- Ignores logical values, empty cells and text.
- To find x intercept, set
**y=0**(to solve x). - To find
**y**intercept, set**x=0**(to solve y). **#DIV/0!**– If it contains only one set of point.**#N/A!**– if number of known_y’s is different from known_x’s.

**Equation:**

The Equation for regressive line(a) intercept is;

**b** is a **slope**. The same formula is also used for the **SLOPE **Function.

## How to use INTERCEPT Function in Excel?

*INTERCEPT Function returns the point in which the regressive line interact with known values.*

#### Example:

__STEP 1:__

Open the workbook in Microsoft Excel.

__STEP 2:__

Enter the data in the workbook.

In this example, we just gave some random values as **x axis** and** y axis** values.

__STEP 3:__

In the new cell, give the formula. First always start with ‘ =’ for every functions, INTERCEPT function name, followed by the open parenthesis, the arguments of the syntax.

According to the arguments, you need to calculate known_y’s. In this example the **known_y’s** values is from **B5 : B9**.

##### STEP 4:

Keep a comma, then the next argument is **known_x’s**.

The** known_x’s** is also from **A5:A9**.

##### STEP 5:

Press enter to get the **INTERCEPT** values.

Return 2.207317, which is almost** 2 **to the given data.