## What is IMARGUMENT function in Excel?

The ** IMARGUMENT **function is one of the Engineering functions of Excel.

It Returns the **argument **of an angle expressed in radians.

We can find this function in ** Engineering **category of the insert function Tab.

## How to use IMARGUMENT function in excel

- Click on an
**empty cell**(like F5).

2. Click on the **fx icon **(or press shift+F3).

3. In the **insert function tab** you will see all functions.

4. Select **ENGINEERING **category.

5. Select **IMARGUMENT **function

6. Then select **ok**.

7. In the function arguments Tab you will see **IMARGUMENT **function.

8. Inumber is a **complex number** for which you want the argument.

9. You will see the **results **in the formula result section.

## Examples of IMARGUMENT function in Excel

- To find the argument (or angle) of the complex number 3+4i, use the formula: =IMARGUMENT(3+4i) This would return the value approximately 0.93 radians.
- To find the argument of the complex number -2-6i, use the formula: =IMARGUMENT(-2-6i) This would return the value approximately -1.89 radians.
- To find the argument of the complex number 2i, use the formula: =IMARGUMENT(2i) This would return the value pi/2 radians.
- To find the argument of the complex number 5-5i, use the formula: =IMARGUMENT(5-5i) This would return the value -pi/4 radians.
- To find the argument of the complex number 2+3i, use the formula: =IMARGUMENT(2+3i) This would return the value approximately 0.93 radians.
- To find the argument of the complex number -3+4i, use the formula: =IMARGUMENT(-3+4i) This would return the value approximately 2.03 radians.
- To find the argument of the complex number -4-3i, use the formula: =IMARGUMENT(-4-3i) This would return the value approximately -2.21 radians.
- To find the argument of the complex number 1+i, use the formula: =IMARGUMENT(1+i) This would return the value approximately 0.79 radians.
- To find the argument of the complex number -1-i, use the formula: =IMARGUMENT(-1-i) This would return the value approximately -2.36 radians.
- To find the argument of the complex number 0+4i, use the formula: =IMARGUMENT(0+4i) This would return the value pi/2 radians.

## What is the IMAGINARY function in Excel?

The IMAGINARY function in Excel returns the imaginary coefficient of a complex number. It is useful when working with complex numbers that have both a real and imaginary part.

For example, if we have a complex number of 3 + 4i (where i is the imaginary unit), the IMAGINARY function will return 4.

## How do you use the IMAGINARY function in Excel?

To use the IMAGINARY function in Excel, simply enter “=IMAGINARY(complex_number)” in a cell, where “complex_number” is the complex number for which you want to find the imaginary coefficient.

For example, to find the imaginary coefficient of the complex number 2 + 5i, the formula would be “=IMAGINARY(2+5i)”, which would return 5.

## Can you give an example of how to calculate the modulus of a complex number in Excel using the IMAGINARY function?

Yes! To calculate the modulus of a complex number in Excel using the IMAGINARY function, you can use the following formula:

`=SQRT((REAL(complex_number))^2+(IMAGINARY(complex_number))^2)`

For example, if we want to calculate the modulus of the complex number 3 + 4i, we can use the formula “=SQRT((REAL(3+4i))^2+(IMAGINARY(3+4i))^2)”, which would return 5.

## How does the IMAGINARY function in Excel make complex calculations easier?

The IMAGINARY function in Excel makes complex calculations easier by allowing you to extract the imaginary coefficient of a complex number quickly and easily. This can be especially useful when working with large sets of data that contain many complex numbers.

For example, if you have a large data set with many complex numbers, you can use the IMAGINARY function to extract all of the imaginary coefficients at once, rather than having to manually calculate each one individually.

## What are some frequently asked questions about Excel’s IMAGINARY function?

Some frequently asked questions about Excel’s IMAGINARY function include:

- What is the syntax for the IMAGINARY function in Excel?
- Can the IMAGINARY function be used to find the real coefficient of a complex number?
- How can I use the IMAGINARY function in combination with other Excel functions to perform more complex calculations?

By understanding the answers to these and other frequently asked questions, you can become more proficient in using Excel’s IMAGINARY function to perform complex calculations effectively.

## New Comprehensive Guide on Usage of IMAGINARY Function in Excel Released

The IMAGINARY function in Excel is a powerful tool for calculating the imaginary portion of a complex number. It can be used in conjunction with other functions, such as COMPLEX and IMABS, to perform more complex calculations. A new comprehensive guide has been released that covers all aspects of the IMAGINARY function, including its syntax, usage, and tips for effective implementation.

## Microsoft Excel Unveils Power-Packed IMAGINARY Function and Tips for Effective Usage

The IMAGINARY function in Excel is now more powerful than ever. With its ability to quickly extract the imaginary component of a complex number, it is an invaluable tool for performing calculations involving complex numbers. Microsoft has also unveiled several tips for using the IMAGINARY function effectively, including combining it with other functions like COMPLEX and IMABS to perform more complex calculations.

## Learn How to Calculate the Modulus of Complex Numbers in Excel with IMAGINARY Function

Calculating the modulus (or absolute value) of a complex number in Excel can be done easily using the IMAGINARY function. To calculate the modulus of a complex number, simply use the following formula:

`=SQRT((REAL(complex_number)^2)+(IMAGINARY(complex_number)^2))`

For example, to find the modulus of the complex number 5+12i, we can use the formula “=SQRT((REAL(5+12i))^2+(IMAGINARY(5+12i))^2)”, which would return approximately 13.

## Excel Users Rejoice: IMAGINARY Function and Other Tools Simplify Complex Calculations

Excel’s IMAGINARY function has made it easier than ever to perform calculations involving complex numbers. By allowing users to quickly extract the imaginary component of a complex number, the IMAGINARY function can simplify the most complex of calculations. Excel also provides other tools to make working with complex numbers easier, such as the COMPLEX and IMSUM functions.

## Ultimate Guide to Excel’s IMAGINARY Function: Answers to Your Frequently Asked Questions

Excel’s IMAGINARY function is a powerful tool for performing calculations involving complex numbers. Some frequently asked questions about the IMAGINARY function in Excel include:

- What is the syntax for the IMAGINARY function?
- How do I use the IMAGINARY function to calculate the imaginary component of a complex number?
- Can the IMAGINARY function be used to find the real component of a complex number?
- How do I use the IMAGINARY function in conjunction with other Excel functions to perform more complex calculations?

By understanding the answers to these and other frequently asked questions, you can become more proficient in using Excel’s IMAGINARY function to perform complex calculations effectively.

## IMARGUMENT related functions

- Use IMAGINARY function to return the imaginary coefficient of a complex number.
- Use IMDIV function to return the quotient of two complex numbers.