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re: (Not Common Core)-- Why are they teaching math this way?
Posted on 2/9/15 at 12:27 pm to Bleeding purple
Posted on 2/9/15 at 12:27 pm to Bleeding purple
quote:
Directions: use a doubles fact or a doubles plus one fact to help you solve the answer.
This is a pretty poor method of thinking, in my opinion. It's impractical and doesn't serve much real-world value.
quote:
Find the addends and subtrahend.
Ok, there are some goofy words that most aren't familiar with. They could put "missing number," or, heck, "x," but I don't see a problem with teaching proper terminology. And algebra is useful even down at that age. I remember when I first started algebra, the teacher wrote a common example and said "it's just like these problems that you've always done, except the blank is replaced by 'x'," so I don't believe the concept of teaching algebra that early is particularly new, either. It's probably the most abstract and toughest, but peppering if in lightly and early I agree with.
quote:
Draw a number line to help you find the answer
Contrary to the Algebra above that some kids will struggle with, the number line questions are a "gimme." They're so easy that they're annoying. For the kids struggling, it's a good way to teach that math is just counting. I think it's age-appropriate. As much as I want to believe that math is intuitive, sometimes intuition must be taught. This isn't a bad way of doing that. But if I were a smart kid, I would hate it.
quote:
Directions: Use grouping to solve. Show your work.
I have no idea what this means and am not familiar with the concept. I would need to read more into it to see what it means and whether or not it's useful.
At worst, I think 2/4 methods are useful.
Posted on 2/9/15 at 12:32 pm to Hopeful Doc
quote:
Use grouping to solve
I read this as Use groping to solve.. But that may just be because I live in Louisiana where teachers may make these directions more common.
Posted on 2/9/15 at 12:36 pm to Hopeful Doc
quote:
I have no idea what this means and am not familiar with the concept.
Depends on the teacher - some teachers say grouping as 'regrouping' in subtraction which would involve more of a traditional method of subtracting at the '1' spot, then the '10' spot.
Grouping in adding tends to be making groups of 10 with individual pieces (large blocks vs small blocks) and degrouping in subtraction where we break the 10 spot down into single pieces to aggregate with the 1 spot and subtract that location.
So depends on what the teacher or material meant by grouping.
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