Do you know the popularity of the BODMAS term? If yes, then learning the BODMAS full form is significant for you. Here I will give you the full form and also the meaning of the BODMAS term only for you. The BODMAS rule is very very important to the students while learning and it is a short trick to remember in mathematics. And if you are a student then, this article is going to be very useful for you. Don’t think too much about it, and let’s start to study what is the BODMAS full form.
Page Contents
BODMAS Full Form
The full form of the BODMAS is Brackets Orders of Division Multiplication Addition Subtraction
B – Brackets
O – Order
D – Division
M – Multiplication
A – Addition
S – Subtraction
The BODMAS is nothing but the rule in mathematics that helps in remembering the correct sequence to solve any mathematical equation such as
- Addition
- Multiplication
- Division
- Subtraction
- Order
- Bracket solving
The BODMAS gives the correct sequence to solve the mathematical equations.
BODMAS Full Form In Mathematics
The full form of the BODMS in mathematics is Brackets Orders of Division Multiplication Addition Subtraction
B – Brackets
O – Order
D – Division
M – Multiplication
A – Addition
S – Subtraction
In mathematics, the BODMA is a short form of the correct sequence to solve any mathematical problems or equations.
For example, the mathematical equation is, (10+5^2/5*2/2*2)2-36.
At here to solve this equation we use the BODMAS rule as,
- Bracket: Frist solve the bracket i.e (10+5^2/5*2/2*2)
- Order: Then solve the order i.e 5^2= 25
- Division: Here division is 25/5= 5 and 2/2= 1
- Multiplication: Now do multiplication i.e (10*2+5*1*2*2)= (20+20)
- Addition: Now do addition as (20+20)= 40
- Subtraction: Finally substracts as 40-36= 4
I hope this example will clear your doubt about how to use BODMAS while solving maths problems.
BODMAS Full Form In Computer
The full form of the BODMAS in the computer is Brackets Orders of Division Multiplication Addition Subtraction
B – Brackets
O – Order
D – Division
M – Multiplication
A – Addition
S – Subtraction
In the computer, the BODMAS is an abbreviation of the Brackets Orders of Division Multiplication Addition Subtraction and this sequence is used by the computer when solving arithmetic operations.
BODMAS Full Form With Sing
The full form of the BODMAS with sing is Brackets() Orders(^) of Division(/) Multiplication(*) Addition(+) Subtraction(-)
B – Brackets ()
O – Order (^)
D – Division (/)
M – Multiplication (*)
A – Addition (+)
S – Subtraction (-)
BODMAS Stands For
The BODMAS stands for the Brackets Orders of Division Multiplication Addition Subtraction
B – Brackets
O – Order
D – Division
M – Multiplication
A – Addition
S – Subtraction
FAQ
What Does The O In Bodmas Stand For?
The O stands for Order in the BODMAS.
How Do You Calculate Bodmas?
From the following BODMAS example, you will get an idea to use BODMAS
Consider an example, (10+5^2/5*2/2*2)2-36.
- Bracket: Frist solve the bracket i.e (10+5^2/5*2/2*2)
- Order: Then solve the order i.e 5^2= 25
- Division: Here division is 25/5= 5 and 2/2= 1
- Multiplication: Now do multiplication i.e (10*2+5*1*2*2)= (20+20)
- Addition: Now do addition as (20+20)= 40
- Subtraction: Finally substracts as 40-36= 4
What Is The Bodmas Application?
The BODMAS applications are to solve the mathematical problems which contains
- Bracket
- Order
- Division
- Multiplication
- Addition
- Subtraction
Conclusion
In this article, I have given you near about all aspects of the BODMAS in the form of its full form and meanings. The BODMAS is nothing but the rule or correct order to solve any mathematical problem which contains Brackets, Orders, Division, Multiplication, Addition, and Subtraction. By using the BODMAS rule you never get a wrong answer to mathematical problems. This article is very useful and important to the school students who have the fear of mathematics because it gives you the short trick to solve the problems. I hope this article, made you happy and clear your concept of the BODMAS full form.
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What is the Full Form of BODMAS?
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What is the short form of Brackets Orders of Division Multiplication Addition Subtraction?
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BODMAS Full Form
