h a l f b a k e r y(Serving suggestion.)
add, search, annotate, link, view, overview, recent, by name, random
news, help, about, links, report a problem
browse anonymously,
or get an account
and write.
register,
|
|
|
I haven't actually had to subtract negatives since about the fifth grade. But, I bet a bunch of teachers have a heck of a time getting everyone's brain wrapped around equations like:
-5--2=-3
Maybe it's because some of the tricks they're taught to use for such odd problems
aren't very consistent with the simple conventions they've learned up to that point. It would suck if some kids were turned off of math right then and there, when no one could offer a consistent rule for subtracting anything from anything.
So, I think a simple routine that works for all +/- operations might help some teachers, while it may also give kids an earlier concept of vectors. Here it is:
1. MARK: Mark the spot of the first number, on a numberline. (eg. -5)
2. SET: Set the direction you will go from that MARK. (eg."-" means point left, toward the negative side of the numberline)
3. GO: Go as many spaces (integers) as the second number, and there's your answer. A negative number just means go opposite the direction you had SET. (eg. -2 means move two spaces in the direction opposite from the left)
This simple mnemonic device is easy to remember, and it keeps operations and values distinct.
Try it. You'll like it. If it works for you, then please, subtract a minus on me. This is my first post.
Please log in.
If you're not logged in,
you can see what this page
looks like, but you will
not be able to add anything.
Annotation:
|
| |
Welcome to the halfbakery, a place were the bread wears a smile, and the fish are always hungry. Have a bite at this croissant. My mind is too lazy to work its way round your idea first thing in the morning. I'll leave that to the numerically adept who will inevitably surface. |
|
| |
I always remembered "Two wrongs make a right". If you have two "-" signs, put them together to form a "+" sign. |
|
| |
So "-5 - -2" is the same as "-5 + 2". |
|
| |
I'm wondering whether children would benefit from beginning each expression with 0. For example,
-5 + 3 is written as "0 - 5 + 3". |
|
| |
That way you never have to deal with negative numbers, only directional indicators (- means left, + means right; -- you put the two -'s together to form a +). |
|
| |
Incidentally, 5 + 3 would be written as 05 + 3, again this does not change the meaning. |
|
| |
If you are allowed to write 2 minus signs why not more? 5---3=2 and 2+-+-+2=4 |
|
| |
However 1-----------------------1=0 true or false? |
|
| |
Uh, I think that would be absolute zero.^) |
|
| |
Interestingly poignant use of the 23 negatives. |
|
| |
//a place where the bread wears a smile, and the fish are always hungry// |
|
| |
That is totally [marked-for-tagline]. |
|
| |
A more graphical way of doing maths would certainly
suit me. However, by the time the maths gets
harder, you're doing more advanced maths to draw
up the parameters. Though i always imagine the
sizes and shapes to understand the concepts (i'm
reading a maths book at the moment). |
|
| |
Never understood why British English doesn't respect
the collective plural form 'math.' |
|
| |
You know the British...always trying to make words difficult to spell/enunciate. |
|
| |
// words difficult to spell/enunciate // |
|
| |
Only if you originate somewhere they are obliged to teach English As A Foreign Language, i.e. North America. |
|
| |