What is the Rule of BODMAS?
There are certain rules to follow in the correct order in order to get an appropriate answer for an equation or a question. BODMAS is an acronym that is used to represent the set of orders for a given operation. BODMAS deals with the bracket of division, multiplication, addition, and subtraction. There are various other acronyms as well such as the rule of PEMDAS, GEMDAS rule, and so on. We already know that mathematics is a subject that requires basic and logical thinking with some practice. There are two components that are involved in an expression or an equation, i.e. numbers and operators. If we go through the number line, there are various types of numbers such as real numbers, whole numbers, positive and negative numbers, complex numbers, imaginary numbers, and many more. The operators are the characters that are involved in an equation. Some of them are, addition ( + ), subtraction ( – ) , division ( / ) , multiplication ( * ). In this article, we will try to cover some basic aspects related to the BODMAS rule such as the abbreviation of the BODMAS rule and some basic examples related to this rule.
Abbreviated Form of BODMAS Rule
The full form of Bodmas rule is Bracket of division, multiplication, addition, and subtraction. Let us discuss them in a detailed manner. The following points mentioned below discuss them in detail.
- The ‘b’ in BODMAS stands for Bracket. For example, (), {}, []. In any equation, the numbers in brackets should be calculated first.
- The ‘d’ in BODMAS stands for division. Form example: 27 / 9 = 3.
- The ‘m’ in BODMAS signifies multiplication. It is a type of arithmetic operation where two numbers are multiplied to get an appropriate answer. For example 2 * 2 = 4.
- The ‘a’ in BODMAS denotes addition. It is also one of the types of arithmetic operations. 2 + 3 = 5.
- The ‘s’ in the given acronym (BODMAS) stands for subtraction. For example, 6 – 3 = 3
Some Examples Related to the BODMAS Rule
As mentioned above, BODMAS is an acronym used to signify the order of operation. The abbreviation of BODMAS is Bracket of division, multiplication, addition, and subtraction. In order to grasp the concept in a better way, you must solve some examples. The following points mentioned below analyze the examples related to the BODMAS rule.
Example 1: Find the value for the given observation: 13 + ( 3 – 1 * 2 ) ?
According to the bodmas rule,
13 + ( 3 – 1 * 2 ) = 13 + ( 3 – 2 )
13 + ( 3 – 2 ) = 13 + 1
13 + 1 = 14
Therefore, the resultant value is equivalent to 14 when calculated by the help of the BODMAS rule.
Example 2: Calculate the value for the given observation: 14 + ( 4 – 1 * 2 ) ?
According to the bodmas rule,
14 + ( 4 – 1 * 2 ) = 14 + ( 4 – 2 )
14 + ( 4 – 2 ) = 14 + 2
14 + 2 = 16
Therefore, the resultant value is equivalent to 16 when calculated by the help of the BODMAS rule.
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