You've seen the social media post like this, right?
My mom sent it to my sister (also a teacher - @jenbearden) and I to ask if we teach math this way. I've never personally really had to dip my toe into this specific debate because I've never taught 2 digit addition and subtraction to elementary kids, but I've had enough "common core" workshops and training to know that there are plenty of mathematical reasons for this to make sense to kids (and the excellent teachers to guide them in it.)
Just a few weeks ago we had a 6th grade parent at my school's curriculum night ask why our book had the kids performing so much estimation. The answer we gave was so that when the student gets a ridiculous answer to some other problem, they have a tool at their disposal to realize that they've made a mistake. Who likes avoidable mistakes? No one does. People can get behind that.
This "new math" matter came up again this week when I saw a teacher friend share her son's recent math test.
![](data:image/jpeg;base64,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)
I haven't asked her yet, but I'm pretty sure her stance is that this is ridiculous.
My teacher friend is upset that her son had gotten 15% off because, in his model of 5 minus 2, he had not shown the subtraction by crossing out 2 crayons because "that's not how he thinks."
I get that argument, but at the same time, if all the classroom instruction had been, "show your subtraction thinking by crossing out sets," and he didn't do it, then it has to be graded that way.
It's a bummer that this kid got an 85%, no doubt, but did he do as well on the question as a kid who came to the same conclusion, but DID make the Xs? Perhaps the wording of the question is really the problem, and an oral explanation would have solved this whole problem, but it's not fair to the kid who DID do everything he or she were asked to get a similar score as the kid who did not.
There are classrooms everywhere in which teachers take off points for late work, formatting papers incorrectly, not using the right pen, or miscellaneous other pet peeves that are far more arbitrary than this student showing his thinking by crossing out two pictures. I'm defending those arbitrary deductions - I think they're often disgusting and seriously limit low-socioeconomic students who do not play the "school" game as well as others. I am appealing to you that there is a legitimate cognitive demand to show reasoning in the question that the student has not completed.
Let's step out of the math argument, because it tends to be polarizing, and step into the English-Language Arts classroom instead. Elementary teachers instruct on the use of punctuation and assess it frequently, I'm sure. If the screenshot above were a punctuation quiz and he had failed to use the correct punctuation because "he doesn't think that way," we're not having this conversation, right?
![Image result for eats shoots and leaves 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)
TONS of people don't really understand how to use commas. One of my very favorite books that I randomly stumbled upon in college (and is now commonly on reading lists), Eats, Shoots and Leaves, is about all of punctuation, but grabs you with this idea of the horrible use of commas and apostrophes everywhere in English signage. (Side note: this book is a must read if you've ever wondered where in world to use a semi-colon.)
Where are the social media posts bemoaning ELA teachers who correct comma punctuation that parents don't understand.
Parents, its okay if you don't get the intricacies of the lessons your child's teachers have spent hours and hours delivering in a classroom. I don't think we're asking you to, either. Maybe we need to rewrite our contract. Maybe we're giving too much homework. Maybe we need to start writing ALL of our students individualized learning plans. Maybe we need alternative forms of assessment so this kid doesn't have an 85% for a momentary lapse in attention to detail. We can do all of these things.
Let's just finally stop blaming "new math." Please.
My mom sent it to my sister (also a teacher - @jenbearden) and I to ask if we teach math this way. I've never personally really had to dip my toe into this specific debate because I've never taught 2 digit addition and subtraction to elementary kids, but I've had enough "common core" workshops and training to know that there are plenty of mathematical reasons for this to make sense to kids (and the excellent teachers to guide them in it.)
Just a few weeks ago we had a 6th grade parent at my school's curriculum night ask why our book had the kids performing so much estimation. The answer we gave was so that when the student gets a ridiculous answer to some other problem, they have a tool at their disposal to realize that they've made a mistake. Who likes avoidable mistakes? No one does. People can get behind that.
This "new math" matter came up again this week when I saw a teacher friend share her son's recent math test.
I haven't asked her yet, but I'm pretty sure her stance is that this is ridiculous.
My teacher friend is upset that her son had gotten 15% off because, in his model of 5 minus 2, he had not shown the subtraction by crossing out 2 crayons because "that's not how he thinks."
I get that argument, but at the same time, if all the classroom instruction had been, "show your subtraction thinking by crossing out sets," and he didn't do it, then it has to be graded that way.
It's a bummer that this kid got an 85%, no doubt, but did he do as well on the question as a kid who came to the same conclusion, but DID make the Xs? Perhaps the wording of the question is really the problem, and an oral explanation would have solved this whole problem, but it's not fair to the kid who DID do everything he or she were asked to get a similar score as the kid who did not.
There are classrooms everywhere in which teachers take off points for late work, formatting papers incorrectly, not using the right pen, or miscellaneous other pet peeves that are far more arbitrary than this student showing his thinking by crossing out two pictures. I'm defending those arbitrary deductions - I think they're often disgusting and seriously limit low-socioeconomic students who do not play the "school" game as well as others. I am appealing to you that there is a legitimate cognitive demand to show reasoning in the question that the student has not completed.
Let's step out of the math argument, because it tends to be polarizing, and step into the English-Language Arts classroom instead. Elementary teachers instruct on the use of punctuation and assess it frequently, I'm sure. If the screenshot above were a punctuation quiz and he had failed to use the correct punctuation because "he doesn't think that way," we're not having this conversation, right?
TONS of people don't really understand how to use commas. One of my very favorite books that I randomly stumbled upon in college (and is now commonly on reading lists), Eats, Shoots and Leaves, is about all of punctuation, but grabs you with this idea of the horrible use of commas and apostrophes everywhere in English signage. (Side note: this book is a must read if you've ever wondered where in world to use a semi-colon.)
It's so obvious, my Grammarly extension is DYING to correct it for me. LOL |
"We don't do commas. Short, simple sentences worked good enough for me."There's an implicit cultural assumption that parents and schools commit to when we open the doors, and parents send their treasures to use. Schools agree to teach children what the parents don't have the time, money, or intellectual resources to teach themselves, and parents agree to partner with us to get their kid to "success." (Although that definition is up for grabs, too. See Last Chance U on Netflix, and my post on the film Most Likely to Succeed, both produced by a talented man named Greg Whiteley).
Parents, its okay if you don't get the intricacies of the lessons your child's teachers have spent hours and hours delivering in a classroom. I don't think we're asking you to, either. Maybe we need to rewrite our contract. Maybe we're giving too much homework. Maybe we need to start writing ALL of our students individualized learning plans. Maybe we need alternative forms of assessment so this kid doesn't have an 85% for a momentary lapse in attention to detail. We can do all of these things.
Let's just finally stop blaming "new math." Please.