Pretty much that way. The issue is that she was suggesting that the reason the teacher couldn't do the lesson was because she didn't want to peel oranges. Pretty stupid. |
I'm really confused here but I think there was some kind of discussion going on about how you could teach missing addend to K students (what number goes with 8 to make 10?) by making fruit salad.....not really something you would be doing on a routine basis with a classroom of 27 students was the classroom management point. However, "How many more needed to make 10?" is a very common concept in early elementary mathematics and it is a vital concept to learn, and there are many developmentally appropriate ways to teach this concept to children in K and grade 1, and even to kids with LDs and kids who speak no English. YOu don't need to make fruit salad; there are many activities and games you can use. I did post earlier that I do think this is an advanced standards for K students; it should only come after the more basic skills have been mastered; and it is even possible that it should be moved to 1st grade. I feel that way about this particular standards; most of the other K standards are fine IMO. |
| The issue is the standard. It is abstract to young children and developmentally inappropriate. It is not so hard with concrete objects, but when kids have to transfer the skill, it is very difficult. |
Which is why the standard very specifically says that kids in Kindergarten only need to be able to do it with concrete objects and pictures, and that they are not expected to use equations, but should have opportunities to see equations in Kindergarten. |
| It is also a very difficult standard for first grade. It is tough to master on paper. The standards are meant to be tested. Children are expected to master them --or it wouldn't be a standard. It has nothing to do with fruit salad-or even instruction. |
Who is the "she" you are referring to here? |
I am also not sure I understand. Given that standardized paper and pencil or computerized assessments aren't required until 3rd grade, I'm not sure why you think that kids need to be able to do something on paper to demonstrate mastery. The standard is clearly written to show that to demonstrate mastery, a kid needs to be able to solve and represent their thinking using objects or pictures. I'm also not sure what "it has nothing to do with instruction" means. |
Singapore Math 1A has this. Maybe children in Singapore develop differently? |
CCSS.MATH.CONTENT.K.OA.A.4 For any number from 1 to 9, find the number that makes 10 when added to the given number, e.g., by using objects or drawings, and record the answer with a drawing or equation. There it is, right there in the standard. |
Fixed it for you. |
Interesting that you could miss these important points. "Many teachers like the standards, because they invite creativity in the classroom — instead of memorization, the Common Core emphasizes critical thinking and problem-solving. But they complain that test prep and test-taking eat away weeks of class time that would be better focused on learning." "A Gallup poll found that while 76 percent of teachers favored nationwide academic standards for reading, writing and math, only 27 percent supported using tests to gauge students’ performance, and 9 percent favored making test scores a basis for evaluating teachers. Such antagonism is well founded — researchers have shown that measurements of the “value” teachers add, as determined by comparing test scores at the beginning and end of the year, are unreliable and biased against those who teach both low- and high-achieving students." Clearly, there isn't a problem with the standards. There is concern about the tests and more interestingly, how the test scores are used. |
That is a problem. Common core standards make it a more serious problem. |
It's developmentally inappropriate for a kindergartener to draw two circles to represent the two additional objects needed to make 10? |
How do the Common Core standards make testing a more serious problem? |
OR, meaning that a child can show mastery either way. So a child in K who is ready to show their thinking with equations (many are, but not all), is allowed to do so, but it is not required to meet the standards. This is really clear if you read the entire document on K standards.
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