 # How to divide fractions with different exponents?

Most kids struggle with the concept of fraction division when the denominator has a different exponent than the numerator. For example, 3/7 or The most challenging part of solving a fraction problem with different exponents is to notate it correctly.

If a problem states that you need to divide a quantity with an exponent by a quantity with an exponent, always write the exponents with subscripts. For example, if you need to divide by you would write instead of In addition, always write the base raised to the exponent in a subscript.

So, if you need to divide by you would write instead of To divide a fraction with one exponent by a fraction with another exponent you first need to find a common denominator.

Then you multiply the whole fraction by the fraction you need to divide by, which results in a fraction with the same denominator as the one you’re trying to divide. This fraction is then multiplied by the fraction you want to divide by. The final answer will be the common denominator raised to the exponent of the other fraction.

## How to divide fractions with different exponent?

You can’t add or subtract the exponents so you need to use the reciprocal property to solve these types of problems. If you have a fraction with the exponent of one, then the reciprocal of that fraction is the fraction with the exponent of -1.

If you have a fraction with the exponent of two, then the reciprocal of that fraction is the fraction with the exponent of -2. Another way to solve fraction problems with different exponents is to express the smaller fraction as a raised power of the larger denominator. This is called the equivalent fraction method.

The smallest exponent will be subtracted from the larger exponent to give the denominator exponent. For instance, to divide by you could multiply by to get and then subtract from the exponent of to get as the denominator exponent.

If you’re having trouble solving a fraction problem with different exponents, try using the reciprocal property.

This property states that the reciprocal of multiplied by equals In other words, the reciprocal of is To solve the problem of divided by you would first multiply by to get and then subtract from the exponent of to get Now, the fraction is equivalent to You can also use the equivalent fraction method to solve the problem of divided

## How to divide fractions with denominator and exponent?

To divide a fraction with a denominator and an exponent, you can use a fraction calculator. If you’re using a calculator, make sure you input the exponent as a power (e.g., ⅔^3). If you’re using the default calculator keypad, press the “^” key.

In order to divide fractions with the same denominator but different exponents, you need to multiply the denominator by a power of the exponent. In other words, you need to raise the denominator to the exponent. This can be done by placing the denominator over the exponent. To divide a fraction with a denominator and an exponent, you need to use the division and multiplication keypad buttons on your calculator.

If you’re using a calculator, make sure you input the exponent as a power (e.g., ⅔^3). If you’re using the default calculator keypad, press the “^” key.

In order to divide fractions with the same denominator but different exponents, you need to multiply the denominator by

## How to divide fractions with different powers?

If you are multiplying two fraction terms, you can use your calculator to find their product. However, if you are adding or subtracting two fraction terms, you will need to perform these operations in a different way. The most common way to divide two fractions with different exponents is to use a common denominator.

This works because the denominator is the same for both the numerator and the denominator. In other words, the denominator is not the value that you want to divide the fraction by; it is the value that both the numerator and the denominator are multiplied by.

One fraction with a higher exponent than another is called a high power fraction, and one with a lower exponent is called a low power fraction. If you want to divide a high power fraction by a low power fraction, you will need to use a common denominator. To do this, you will multiply the denominator of the lower fraction by the denominator of the higher fraction.

In the example shown here, the first denominator has a denominator of 20 and the denominator of the second fraction

## Divide fractions with different denominators?

If you are unable to divide a fraction with a regular calculator, you can divide by using the reciprocal. To find the reciprocal of a fraction with an even denominator, take the fraction and flip it over. Next, take the reciprocal of the denominator.

If your original fraction had 12 as the denominator, simply flip it over so that the numerator is now in the denominator. Now, do the division. To find the reciprocal of a fraction with an odd denominator, flip the Remember that whenever the denominator is a power of 10, the exponent must match the denominator.

So, for example, if you have a fraction with a denominator of 100, to solve it you need to divide the numerator by a power of 10 (10 to the 0 power equals 1). If you have a fraction with a denominator of (or any fraction with a denominator that is a fraction), you simply divide the numerator by the denominator.

If you are given a fraction with a different denominator from the one you are working with, you can still do the same process. The only difference is the step where you flip the fraction over. If the denominator you are working with is 12, the denominator you are dividing by can be or any number which has a denominator that is a power of 12.