BODMAS rule is a general guide for Maths operations. The full meaning tells us the accepted format in which Maths operations are to be done.

In this tutorial, you will learn what each letter in BODMAS stands for, and with examples of how these BODMAS rules are applied in Maths operations.

## Full Meaning of BODMAS

BODMAS is an acronym and each letter stands for a mathematical operation.

B — Brackets

O — Order

D — Division

M — Multiplication

A — Addition

S — Subtraction

## BODMAS Rule With Examples

### 1. B — Brackets

BODMAS rule says that if the Maths question contain brackets, you must solve to remove the brackets before anything else.

EXAMPLE:

10 × (2 + 6)

= 10 × 8

= 80

### 2. Order

BODMAS rule says that if there are no brackets, or after clearing them, you can go ahead to clear the power or root before anything else.

EXAMPLE:

10 + 3²

= 10 + 9

= 19

### 3. Division

BODMAS rule says that if there are no brackets and order, or after clearing them, you can go ahead to divide before anything else.

EXAMPLE:

10 – 8 ÷ 2

= 10 – 4

= 6

### 4. Multiplication

BODMAS rule says that if there are no brackets, order and division, or after clearing them, you can go ahead to multiply before anything else.

EXAMPLE:

6 + 3 × 2

= 6 + 6

= 12

### 5. Addition

BODMAS rule says that if there are no brackets, order, division and multiplication, or after clearing them, you can go ahead to add before anything else.

EXAMPLE:

6 – 3 + 2

= 6 – 5

= 1

### 6. Subtraction

BODMAS says that you can go ahead to subtract after solving everything else.

## Summary of BODMAS Rule

- Solve BRACKETS before anything else.
- After brackets, solve ORDER before division, multiplication, addition or subtraction.
- After brackets and order, solve DIVISION before multiplication, addition, or subtraction.
- After brackets, order, and division, solve MULTIPLICATION before addition or subtraction.
- After brackets, order, division and multiplication, solve ADDITION before subtraction.
- Solve SUBTRACTION after everything else.

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