Returns Euler's number, e (~2.718) raised to a complex power.

- How do you use the IMEXP Formula in Google Sheets?

- Not entering the appropriate number of periods when calculating the expected return.

- Not defining both the initial savings and the expected return when calculating the expected return.

- That the IMEXP Formula can be used to forecast returns over a long period of time, when it is meant to calculate expected returns over shorter-term investments.

**Common Questions about the IMEXP Formula:**

- What does the IMEXP Formula do?- How do you use the IMEXP Formula in Google Sheets?

**How can the IMEXP Formula be used Appropriately:**

- The IMEXP Formula can be used for calculating the expected amount of a future savings or investment portfolio, assuming a given rate of return, a set of initial investments, and an expected term of the investment.**How can the IMEXP Formula be Commonly Mistyped:**

- The IMEXP Formula can be commonly mistyped as “IMITE” or “IMLEN” instead of its correct spelling, “IMEXP”.**What are some Common Ways the IMEXP Formula is used Inappropriately:**

- Using the IMEXP Formula to calculate expected returns over long periods of time can be inappropriate due to potential market uncertainty.**What are some Common Pitfalls when using the IMEXP Formula:**

- Not taking into account potential changes in interest rate, which can affect the expected return.- Not entering the appropriate number of periods when calculating the expected return.

**What are Common Mistakes when using the IMEXP Formula:**

- Entering an incorrect interest rate or a non-annual rate when calculating the expected return.- Not defining both the initial savings and the expected return when calculating the expected return.

**What are Common Misconceptions people might have with the IMEXP Formula:**

- That the IMEXP Formula can produce exact results instead of just approximations.- That the IMEXP Formula can be used to forecast returns over a long period of time, when it is meant to calculate expected returns over shorter-term investments.