Good Morning Shudren.
Today we
ara going to
kafa BODMAS. A topic that it too simple that most of you have decided to complicate it.
Because we
kafad the same last week, I will just
kafa the problem area. The
O in BODMAS.
The O in BODMAS stands for
of not
off which means powers, square roots, cube roots - anything you can raise a number to! To avoid confusion, some quarters refer to it as orders and some have gone ahead to replace the O with E to stand for Exponents (which is the least confusing) and hence BEDMAS.
A point worth noting is that no matter what you use - Of, Order, Exponent - they all mean the same thing.
Anything you can raise a number to.
Those talking about "Brackets
Off" are totally OFF!!!
Brackets
OfDivision
Multiplication
Addition
Substraction
When you have an equation, work out the brackets first [Only what is INSIDE the brackets]
The following apply both inside and outside bracketsIf there is anything to be raised to anything, do that first
If there is anything to be divided, that comes second.
If there is anything to be multiplied, that comes third.
If there is anything to be added, that comes fourth.
If there is anything to be substracted that comes last.
NOTE:If you reduce what is in the brackets to a single value,
you SIMPLY get rid of the brackets.
For example:
2 * 6 + (22 - 5 * 3)
= 2 * 6 + (22 - 15)
= 2 * 6 + (7)
= 2 * 6 + 7= 12 + 7
= 19
Obviously, for the majority of us, the part in bold is condensed to one step but I have included two steps to explain the point.
The assertion that when you reduce the expression in brackets to a single value [like in 6/2(3)] you have to do one more computation to get the brackets "Off" is laughable to say the least.
a(b) = ab = a * b
6/2(3) = 6 / 2 * (3) = 6 / 2 * 3 = 3 * 3 = 9!!!!
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