# Adding Exponents Calculator

The **addition of numbers** is pretty simple but the **addition** of the **same numbers** with **exponents** is not an easy task. **For students**, it may be hard because those **exponents** need to be **solved** first. With the **help **of **adding an exponents calculator**, this task can be **done** quickly within seconds. It is a simple **tool** that has been **programmed** for this purpose particularly. All students with any **level** can use this **tool** to add numbers with **exponents**. This tool will **perform** the calculation quickly within a **glimpse** and show you the **output**.

It will perform the **conversion** of **exponents** in numbers at the **backend** and then add them to **show** you the **results**. You can use this math calculator even if you haven’t **experienced** working with such **tools**. Isn’t it a **good **way to add **exponents** quickly without errors?

**Table of Contents**

## Exponents Definition

In **Mathematics**, the term **exponent** is used to represent the **power** of a number or **variable**. It means the digits or **alphabets** that will be written as the **power** of any base will be called **exponents**.

**For example**, in 23, the digit “**3**” is an **exponent** as it is the power of “**2**”. In Mathematics, **adding exponents** is not possible **unless** you have solved them according to the **base involved**. It makes the overall process of **addition** hard for the students struggling with **Mathematical problems**

### What is meant by adding exponents?

**Adding exponents** is the process to **add** different numbers with different **powers**. It means neither the **base** is same nor the** powers**. To **solve** such questions, you need to remove the **exponents** by solving them using a general **Mathematical problem**.

### How to Add Exponents?

The addition of exponents doesn’t include any **specific formula**. It includes a **specific method** that you need to follow for **accurate adding**. Every Adding Exponents Calculator will also follow the same procedure we are going to share here.

- Dissolve the exponent of the first number by multiplication
- Dissolve the exponent of the second number by multiplication
- Add the final numbers to get the output of the complete problem

### Adding Exponents Examples

To make the process of adding exponents understandable, let us share an example here.

**Example 1:**

Add 4^{3}and 3^{4} to find the final output.

**Solution:**

To find the answer to the addition of exponents, we need to first solve them separately to dissolve their exponents.

4^{3}= 4 x 4 x 4 = 64

Similarly,

3^{4}= 3 x 3 x 3 x 3 = 81

Now, we need to add the results we have found from the above conversion.

64 + 81 = 145

### How to use Adding Exponents Calculator?

This **adding exponents** calculator by Calculator’s Bag has a simple **interface**. You can use this **tool** by following these **steps**: You can use us to add an **exponent's** calculator in various **mathematical** and other scientific **principles** to instantly **determine** the **value** in natural numbers.

### FAQs | Adding Exponents Calculator

**How do you add exponents?**

Adding decimals is a little complex process as compared to the addition of integers. But overall it is an easy process to add decimals.

**What are the four rules of decimals?**

To add exponents, we need to first dissolve the exponents by multiplying the base with itself.

**Can you add different exponents together?**

If the base of exponents is the number, we can add them using the above method. But if the base is an alphabet, we won’t be able to add or subtract them.

**What is the exponent rule?**

The exponent rule varies with the operation involved. It means the rule for adding an exponent is different from the rule used for multiplication.

**What are the rules for exponents in fractions?**

The rule for exponent in fractions states that the numerator of the fraction will be the power and the denominator will act like the root of the number or equation.

**How do you add and subtract exponents with different bases?**

If the base of exponents is a number, we need to solve them first for addition and subtraction. It will not be possible to add or subtract if the base is an alphabet instead of a number.