There, I did the easy ones for you. |
Nice try. That quote actually says some may be shouldering it and admin knows. You literally posted a quote that contradicts your statement. Own up. Your earlier statement can’t be supported. |
My kid had a bad math teacher sophomore year at Langley. The kids got by with tutors and Khan academy.
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It literally says teachers are not shouldering their slacking colleagues. TRULY I’m worried you can’t read. |
Followed IMMEDIATELY by: “And, if for some reason, they are shouldering it, I guarantee you the administration knows.” So you negated your point within the same quote. This isn’t hard. You aren’t going to win this one. |
You’re right it isn’t— the poster said teacher’s aren't shouldering others work. |
+100, LOL! |
Spot on |
Your kids probably had different teachers. |
This is the difference between honors and regular algebra. In honors, students are expected to “get” the concepts quickly. Also, the students are just a few weeks in and it takes time to hit one’s stride. |
Exactly, many kids don't want or need multiple examples. |
Nope. that is the mythical genius. the only difference between honors and not is the effort the kid wants to put in. The difference between a math major and a social science major is the effort the kid wants to put into math. You think one example is enough for a 12 year old? A good teacher presents examples that challenge naive understandings. Nope. Don't think math is easy to get it in one read. |
Even the OP said that they spend the class working on the skill, so it’s not just “one read”. But I do agree that students don’t always need to watch 45-60 minutes of instruction. |
Hah. Very, very false. I have kids in my classes who are working their butts off to understand my content. They come every help block, stay after school when I allow it, have a tutor, ask questions...they still struggle. I have other kids who literally do the entire notes page independently and if I accidentally give out the classwork assignment with their notes they'll have that done before I'm done with my 30 minute lecture/examples/scaffolds. Some kids don't need but a gentle introduction if topics are scaffolded and practice is carefully chosen to introduce unique cases. HS math isn't rocket science. Other kids need 25 examples of every problem type before they are able to do one independently. That's why we all teach to the middle, because 5-7 examples seems reasonable for most topics. The "quick" kids don't have to stare at walls longer than 20 minutes, and the "slower" kids get enough practice that they can ask informed questions when they come for extra help vs just saying, "I don't get it". |
Well since you are a teacher do you know if the kids that "get it" are doing extra like: Kumon or RSM? Almost all advanced kids have already done the math before the year begins. I do not buy into "born gifted", if the kid has interest they will learn. |