This tutorial will show how to calculate **Manhattan **distance in **Excel**. From the name, we can get an assumption that it is named after the famous city **Manhattan **in the **USA**. This feature of calculation is applicable not only in generic mathematics but also in statistics. To illustrate the concept of this article, we will use unique datasets. So, you will get a clear overview of the **Manhattan **distance calculation. Letâ€™s start the discussion of this article.

## Download Practice Workbook

You can download the practice workbook from here.

## What Is Manhattan Distance?

The **Manhattan **distance is a measure that calculates the **distance between two points** as the sum of their **Cartesian **coordinatesâ€™ absolute differences. To put it another way, it is the total sum of the differences between the **x **and **y **coordinates. We can use the following formula to calculate the **Manhattan **distance between two vector points **A** and **B**:

**âˆ‘Î™A _{j} -B_{j}Î™**

Here, **j** is the **j ^{th}** item in each vector.

The **Manhattan **distance refers to how much the two vectors are different from one another.

## 2 Suitable Ways to Calculate Manhattan Distance in Excel

Throughout this article, we will demonstrate **2 **suitable ways to calculate the **Manhattan **distance in **Excel**. We will consider **2 **different scenarios to calculate the **Manhattan **distance. The first method will depict **2D Manhattan **distance and the second one will depict **3D Manhattan **distance.

### 1. Use ABS Function to Calculate Manhattan Distance in Excel

First and foremost, we will use **the ABS function** to calculate the **Manhattan **distance in excel. The **ABS **function in **Excel **returns the absolute value of a number. It makes negative numbers into positive numbers. But, it doesnâ€™t make any changes to positive numbers. Assume, we have the following dataset. The dataset contains different coordinates of two points **A **and **B.** We will calculate the **Manhattan **distance between these two points with the **ABS **function.

Letâ€™s see the steps to implement this method.

**STEPS:**

- To begin with, select cell
**D5**. - In addition, insert the below formula in that cell:

`=ABS(B5-C5)`

- Press
**Enter**. - As a result, we get the absolute distance between the first two
**Coordinates**of**A**and**B**. - Furthermore, drag the
**Fill Handle**tool from cell**D5**to**D9**. - So, we get results like the following image.

- Then, select cell
**D11**. - After that, type the following formula in that cell:

`=SUM(D5:D9)`

- Hit
**Enter**. - Finally, we get the value of
**Manhattan**distance in cell**D11**.

### 2. Calculate 3D Manhattan Distance in Excel

This method will demonstrate how to calculate **3D Manhattan **distance in **Excel**. Suppose We have a dataset like the following. The dataset contains two points **A **and **B**. The coordinates of these two points are:

**A = (6.25, 4.75, 5.25)**

**B = (8, 8, 1)**

We can see that the points are in **3D **format. Here, we want to calculate the **Manhattan **distance between these two **3D **points.

So, follow the below steps to perform this action.

**STEPS:**

- Firstly, select cell
**C9**. - Secondly, type the following formula in that cell:

`=SUM(ABS(B5:B7-C5:C7))`

- Now, press
**Enter**. - Lastly, we can see the value of
**Manhattan**distance in cell**D11**.

## Conclusion

In conclusion, this tutorial is a complete guide to calculating the **Manhattan** distance in **Excel**. Also, Use the practice worksheet that comes with this article to put your skills to the test. If you have any questions, please leave a comment below. Our team will try our best to respond to you as quickly as possible. Keep an eye out on our site **ExcelDemy.com** for more creative **Microsoft Excel** solutions in the future.

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