Learn How To Do Fractions In Analytical Examinations
In analytical reasoning examinations, students might feel anxiety due to poor calculation skills. And if in the situation they have to deal with fractions, the situation even becomes more challenging. But do not worry as here on the page, we will help you know how to calculate simplified forms of fractions in no time.
For your practice, you can get help from a fraction calculator that helps you get steps involved in any fraction combination reduction. With that, you can learn how to solve 2, 3, or even 4 fractions in moments.
Let us learn the fraction arithmetics!
Addition:
- Look for a point of similarity
- Use the common denominator to express each fraction
- Include the numerators
- Simplify the outcome if you can
Example:
⅗+6/7
= (21+30)/35
= 51/30
Subtraction:
- Find a common denominator
- Express each fraction with the common denominator
- Subtract the numerators
- Simplify the result if possible
Example:
2/8-5/9
= (18-64)/72
= -56/72
= -28/36
= -14/18
= -7/9
Multiplication:
- Multiply the numerators and the denominators separately
- Now simplify by dividing the new numbers and getting the reduced form
Example:
4/7*5/3
= 4*5/(7*3)
= 20/21
Division:
- Flip (invert) the fraction of the divisor.
- Divide the numerators by two.
- Divide the denominators by two.
- Simplify the outcome if possible.
Example:
(4/7)/(⅖)
= 4/7*5/2
= 20/14
= 10/7
How Does a Fraction Calculator Solve Problems?
The tool has an elegant design lets you easily enter the fractions and get answers in no time.
- Enter the numerator
- Likewise, enter the denominator in their designated fields
- Select the operator and tap calculate to get the solution in seconds
Look, how simple is that!
What are the different types of fractions?
Following are the types of fractions that you must keep in mind while appearing in examinations:
| Fraction Type | Definition |
| Proper Fraction | The numerator is smaller than the denominator. |
| Improper Fraction | The numerator is equal to or greater than the denominator. |
| Mixed Number | Combination of a whole number and a proper fraction. |
| Like Fractions | Fractions with the same denominator. |
| Unlike Fractions | Fractions with different denominators. |
| Equivalent Fractions | Different fractions represent the same value. |
| Reciprocal | The inverse of a fraction is obtained by swapping the numerator and denominator. |
| Zero as a Fraction | The fraction where the numerator is zero. |
| Unity Fraction | A fraction equal to 1, with a numerator of 1 and a denominator of 1. |
All of these fractions can be solved with the fraction calculator online in a matter of seconds.
Shortcuts To Solve Fractions:
Add Fractions Without LCM:
- Simply, determine the product of the denominators
- After that, fid the product of the numerator of the first fraction with the denominator of the second fraction
- Likewise, determine the multiplication result of the numerator of the second fraction and the denominator of the first fraction
- Add these values and simplify the fraction in minutes
Dividing Fractions Using Keep Change Flip:
This trick is one of the best to divide fractions. This is how to do that!
- Write the first fraction as it is
- Change the division sign to the multiplication sign
- Flip the numerator and the denominator of the next fraction
- Follow the same multiplication rule
You Should Know About Vinvulum:
Vinculum is the bar line that separates the numerator and the denominator.
The fraction calculator also observes these little things whenever you use it for the sake of getting immediate calculations for fraction simplifications.
Last Words:
Fraction-related questions might be tricky, but if you know how to do them, you will be able to find the solution in seconds. Use the fraction calculator in case you see that things are getting tough. The tool will be your next companion in understanding teh steps to apply to reduce fraction combinations in the most simplified form.
Continue your learning: How to convert fractions to decimals easy methods.
