Table of Contents
What is the Full Form of BODMAS?
What is BODMAS Rules Steps and Solved Examples.
This is an acronym which stands for:
B – brackets
O – order of operations
D – division
M – multiplication
A – addition
S – subtraction
History of BODMAS
BODMAS is an acronym used to help remember the order of operations that should be followed when solving mathematical equations and expressions. The acronym stands for:
B rackets
O rder
D ivision
M ultiplication
A ddition
S ubtraction
The order of operations that should be followed is:
B rackets
O rder
D ivision
M ultiplication
A ddition
S ubtraction
BODMAS Rules
The BODMAS Rule is an acronym that stands for the order of operations that should be followed when solving mathematical equations. The acronym stands for:
B rackets
O rder
D ivision
M ultiplication
A ddition
S ubtraction
The order of operations that should be followed is:
Brackets
Exponents
Multiplication and Division (from left to right)
Addition and Subtraction (from left to right)
BODMAS without Bracket
BODMAS:
Bracket
Operator
Dividend
Multiplier
Addend
Numbers
Integers
-2, -1, 0, 1, 2
Floating Point Numbers
3.14, -5.67, 0.0, 2.78
Booleans
true, false
Operators or Operations:
The operators or operations that can be performed on a number are:
+ (addition), – (subtraction), * (multiplication), and / (division).
Steps:
1. Log in to your account and go to the “Settings” page.
2. Scroll down to the “API Keys” section and click the “Create New Key” button.
3. Enter a name for your key and click the “Create” button.
4. Copy the key to your clipboard and save it somewhere safe.
5. Enter the key into the “API Key” field on the “Settings” page of your account and click the “Save” button.
I. Brackets
around an expression denote that it is an optional argument.
II. Square brackets around an expression denote that it is an optional argument that is also a repeatable argument.
III. Curly braces around an expression denote that it is an optional argument that is also a required argument.
A. III only
B. I and III
C. II and III
D. I, II, and III
II. ÷× Division and Multiplication
2. Division
To divide two numbers, divide the first number by the second number.
Example:
To divide 8 by 2, divide 8 by 2 to get 4.
3. Multiplication
To multiply two numbers, multiply the first number by the second number.
Example:
To multiply 8 by 2, multiply 8 by 2 to get 16.
III. +- Addition and Subtraction-
To add two numbers together, simply add the numbers together.
To subtract two numbers, subtract the smaller number from the larger number.
Answer: 123!
123 is the answer to the question.
