BODMAS is just the general order of how to evaluate a math equation.
I like to remember PEMDAS (Parenthesis, Exponents, Multiplication/Division, Addition/Subtraction) but BODMAS seems better when trying to incorporate operations such as square routes as well.
BBrackets first
O
Orders (ie Powers and Square Roots, etc.)
DM
Division and Multiplication (left-to-right)
AS
Addition and Subtraction (left-to-right)
Take this problem for example:
4[6+4]/[2•2]+62-√25=?
In this case, you would start with brackets: 6+4=10 2•2=4
4•10/4+62-√25
Now onto operations: 62=36 √25=5
4•10/4+36-5
Next is multiplication/division, from left to right: 4•10=40/4=10
10+35-5
Lastly, take care of addition and subtraction, also from left to right: 10+35=45-5=40
4[6+4]/[2•2]+62-√25=40
Hope this helps, good luck!
turki
You need to use BODMAS whenever you evaluate ANY formula.
BODMAS
BIDMAS, BODMAS and BEDMAS all pretty much mean the same thing, although BEDMAS is the least used, BODMAS is used by most mathematicians, and BIDMAS is mainly used for teaching people about it.
they are both the same except in bodmas the D has been switched around you can use both of them though it wouldn't ,take a difference
i THINK THERE IS NO LOGIC BEHIND BODMAS RULE. IT IS JUST A CONVENTION.
BracketsOperations ,Order,OfDivisionMultiplicationAdditionSubtrationThat's BODMAS!
turki
You need to use BODMAS whenever you evaluate ANY formula.
you will understand when you are older
BODMAS
BODMAS i.e bracket of division multiplication addition subtraction. So 'O' meant here is 'of'.
BIDMAS, BODMAS and BEDMAS all pretty much mean the same thing, although BEDMAS is the least used, BODMAS is used by most mathematicians, and BIDMAS is mainly used for teaching people about it.
they are both the same except in bodmas the D has been switched around you can use both of them though it wouldn't ,take a difference
in maths hahnznhhxhxhd
BracketsIndeciesDivideMultiplyAddSubtractBracketsOverDivideMultiplyAddSubtract
you do this by using bodmas.