Combined 2 Percentage in same cell and using single formula

Have you ever needed to combine two percentages into the same cell and calculate the result using a single formula? Well, you're in luck! In this article, we will show you how to do just that.

Let's say you have two percentages, A and B, and you want to combine them and calculate the result. Here's the formula you can use:

Let's break down the formula:

• A represents the first percentage.
• B represents the second percentage.
• 1-A calculates the complement of the first percentage.
• 1-B calculates the complement of the second percentage.
• (1-A)*(1-B) calculates the product of the complements.
• 1-(1-A)*(1-B) calculates the complement of the product of the complements, which is the combined percentage.

Let's see an example to understand it better. Suppose you have a discount of 20% (A) and a tax of 10% (B) that you want to combine. Using the formula, you can calculate the combined percentage as follows:

After evaluating the formula, you will get the result:

Simplifying the equation further:

The final result is:

So, the combined percentage of a 20% discount and a 10% tax is 28%.

This formula can be incredibly useful in various scenarios. For example, if you are calculating the overall success rate of a project that consists of multiple sub-tasks, each with its own success rate, you can use this formula to combine them all into a single percentage.

Remember, when using this formula, make sure to enter the percentages as decimals. For example, 20% should be entered as 0.2, 10% as 0.1, and so on.

Now that you know how to combine two percentages into the same cell using a single formula, you can perform complex calculations with ease. This formula will save you time and effort, allowing you to focus on other important tasks.

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