I really hate that that’s even a thing. Logically, my brain wants to do it in the order that it’s shown in. Doing it any other way just feels unnatural. Like building a roof before building the house
The next year I learned BODMAS instead, which was initially confusing but introduced the idea that the exact order can be a bit variable, as long as you do the multiplication/division bits first.
They are all basically the same thing. Brackets (aka parenthesis) are done first - that’s basically the entire point of brackets. Then you do all the multiplication stuff, which includes division (which is just multiplication in reverse), fractions (which are another way of writing division) and exponentials (which are a shorthand for multiplication of a number by itself). Then you do all the addition/subtraction stuff. Within those three groups it doesn’t really matter which ones you do first.
It helps to think of it in terms of something concrete - biscuits are good. Multiplication type maths is dealing with packets, addition is like individual biscuits. So if you have 3 packets containing 12 tim tams, plus 5 tim tams, to work out how many you need to work out how many in packets first, then add the individual biscuits - so 3 x 12 + 5, equals 36+5. When you look at it that way it becomes fairly clear that adding your pack of 12 to 5 individual biscuits and then mulitplying that by the 3 packs just doesn’t make sense.
I had to remember the order of operations, managed the correct answer after a shameful number of minutes 😬 BEDMAS helps
I really hate that that’s even a thing. Logically, my brain wants to do it in the order that it’s shown in. Doing it any other way just feels unnatural. Like building a roof before building the house
Helps to isolate the problem by putting brackets round anything that you KNOW needs to be done separately.
Doesn’t help much if I don’t KNOW what needs to be done separately.
PEMDAS
parenthesis, exponents, multiplication, division, addition, subtraction.
That’s how I remember it.
I learned BOMDAS
brackets, of, multiplication, division, addition, subtraction
The next year I learned BODMAS instead, which was initially confusing but introduced the idea that the exact order can be a bit variable, as long as you do the multiplication/division bits first.
See, I learned Bomdas first, then was informed it was wrong and to use PEMDAS. I have no idea which one is the correct one anymore.
They are all basically the same thing. Brackets (aka parenthesis) are done first - that’s basically the entire point of brackets. Then you do all the multiplication stuff, which includes division (which is just multiplication in reverse), fractions (which are another way of writing division) and exponentials (which are a shorthand for multiplication of a number by itself). Then you do all the addition/subtraction stuff. Within those three groups it doesn’t really matter which ones you do first.
It helps to think of it in terms of something concrete - biscuits are good. Multiplication type maths is dealing with packets, addition is like individual biscuits. So if you have 3 packets containing 12 tim tams, plus 5 tim tams, to work out how many you need to work out how many in packets first, then add the individual biscuits - so 3 x 12 + 5, equals 36+5. When you look at it that way it becomes fairly clear that adding your pack of 12 to 5 individual biscuits and then mulitplying that by the 3 packs just doesn’t make sense.
And this is why I use a calculator