BODMAS Rule Examples
Some examples on BOADMAS Rule are,
Example 1: Solve 2+7×8-5
Solution:
Applying BODMAS
= 2 + (7 × 8) – 5
= 2 + 56 -5
= (2 + 56) – 5
= 58 – 5
= 53
Example 2: Find the value of the expression : (8 × 6 – 7) + 65
Solution:
As brackets are provided here, solve them first
(8 × 6 – 7) in this, multiplication operator has the highest priority therefore it will be
(48 – 7) = 41
So, the final result will be 41 + 65 = 106
Example 3: Find the value of 6× 6+ 6× 6+ 6× 6
Solution:
Here, only have two operators that is addition and multiplication.
Therefore, solve multiplication first
= 36 + 36 + 36
=108
Example 4: Evaluate 8/4 × 6/3 × 7 + 8 – (70/5 – 6)
Solution:
Evaluate 8/ 4 × 6/3 × 7 + 8 – (70/5 – 6 )
We can rewrite expression as
(8/4 × 6/3 × 7 + 8) – (70/5 – 6)
Now we will solve respective brackets ,
= (2 × 2 × 7 + 8) – (14 – 6)
= (4 × 7 + 8) – (8)
= (28 + 8) – (8)
= (36) – (8)
= 28
BODMAS Rule in Maths | Examples, Full form, Practice Questions
BODMAS Rule: BODMAS is an acronym for priority of mathematical operation rules. Bodmas rule states that division and multiplication must be done before addition and subtraction in any mathematical operation.
BODMAS Rule Order is as follows: B – Brackets, O – Order of powers or roots, D – Division, M – Multiplication A – Addition, and S – Subtraction. Mathematical expressions with multiple operators are solved from left to right in the order of the BODMAS Rule.
In this article, we have explained the BODMAS rule in detail. We have also covered every important concept related to the BODMAS rule with examples of BODMAS practice questions, the difference between PEMDAS and BODMAS, etc.