There are three types of fractions in mathematics: proper, improper, and mixed. If there is a numerator and a denominator, we call the operation a fraction with higher values in the numerator and lower values in the numerator. Online calculators make decision-making, multiplication and subtraction easy and logical. With calculator-online.net you can learn different types. A proper fraction is a fraction whose numerator is less than the denominator like ⅓,⅔,2/7.

In improper fractions, the numerator is greater than or equal to the denominator, and examples are 4/3, 11/4, and 5/5. A mixed number is a fraction written as a fraction of a whole number representing parts and fractions such as 5 (¼), 3 (⅔), 6 (5). The multiplication and division calculator makes it easy to multiply and divide mixed numbers.

Let’s learn different ways of comparing fractions;

**Various Methods To Compare Fractions:**

We have described two main types of comparative differences;

**1:The decimal method of comparing fractions:**

Convert each fraction to a decimal number and compare again. For example, if we want to compare the fractions 3⁄8 and 5/12, then using a small calculator we find the values of both fractions: 5 = 0.375 and 5/12 = 0.4166. … her decade is worth it. Now the low is 0.4166 above 0.375. This is done using an online calculator. We see that 5/12 is greater than 3. The method of comparing fractions is often used to compare fractions.

**2:The same denominator method:**

If two parts have something in common, it is easy to compare the parts. For example, comparing the fractions 4/9 and 5/9, both fractions. Now compare the fractions and realize that 5/9 is greater than 4/9. If the sum of the numbers is greater than the number whose greater part is considered the greatest divisor, we now only consider the contribution. A quadratic calculator can be used to compare fractions using standard methods.

**The method of making the same denominator:**

We can easily do similar numbers, for example if the two fractions are 3⁄8 and 4/12, multiply the first fraction by 3. Multiply the second part by 3, remember that we have to multiply both life and environment. From the same story.

Now:

5* (3/3) = 9/2

4/12*(2/2)=8/24

Now compare Paul’s section 9/24 > 8/24. The main reason is that the 9/24 ratio has a larger number than the 8/24 ratio. 9/24 is a larger fraction than 8/24 when comparing the two fractions by fraction size.

**Conclusion:**

The online fraction calculator is a great tool for students to learn how to manipulate fractions and compare fractions. It is better for students to learn mathematics by solving problems through online tools. Students can use the Multiple Fractions Calculator to find a fraction calculator. Multiplication of fractions can also be expressed using a calculator to find other fractions. Division is a very difficult part and division calculator will help you understand better.