Why do we force all our kids to do all this useless math? |
You don’t have to force your kid to do anything. We don’t force our child, he asks. |
DP. Whether the child is taking Algebra in 6th or 7th or 8th or 9th, they have it to take it to graduate. So yes, kids are forced to take it. Not yours, but others are. |
I know people can access threads in a variety of ways so maybe you didn’t see that this topic is in the AAP forum. The discussion for this group is kids is more on do they take the class in 6th, 7th, or 8th grade. I don’t think that there is a parent whose child has been accepted into the Advanced Academic Program in their county that wouldn’t expect the kid to take up to Calculus. A discussion of why Algebra is required for everyone would probably receive more participation in the General School Forum. |
Why must AAP include all subjects to this high level? At the expense of preferred subjects that would benefit from more time to reach high level or breadth? |
AAP only goes through 8th grade, but is really more for 3rd-6th grade purposes IMO, and is for kids who are generally advanced in their studies across most/all subjects. This allows for a cohort of students in the ES classroom who are differentiated across subjects (some kids might be farther ahead in reading, others in math, etc... the class isn't taught as a single monolith any moreso than the GenEd classrooms are)... but in general will be at more similar levels. This also allows the GenEd classroom to handle its own in-classroom differentiation across subjects better, as there's at least one less group for that teacher to handle. It's not a perfect system, but it's better than taking the entire diversity of levels within a single grade and just tossing them together and making the teacher's job that much harder. Typically that approach would mean the advanced kids get the short end of the stick since they "doing well enough" and don't really receive adequate instruction appropriate to their level. And at the ES level, I'm not familiar with any school district that really handles that on a subject-by-subject basis. |
How many kids do you think there are who are advanced in LA and social studies and science but struggle so much with math that they don’t take Algebra? |
You are quickly finding out that many parents who enrich their children do so NOT because their child is a stand-out in math. Rather by the simple act of enriching they make their kid stand out relative to other children who do not enrich.
Math is peculiar, especially when you get to Alg.2, trig, pre-calc, Calc BC, that NO matter how bright the child, that child will not KNOW the math until it is taught to them. If it is taught earlier than the normal sequence, then presto, your child is somehow "gifted' in math. Any child with a normal intellect working OUTSIDE of school for 2-3 hours per week will have zero problems with Algebra I. Zero. It is all about the effort you want to make as a parent. Some prioritize it; others do not. You probably already know this, but unless your kid is hooked, eg, first-generation, low-income, staying in the accelerated track is necessary for top 20 colleges, and really top 50. |
It is far easier to enrich and excel at math than LA. You'll get the kid who is whiz bang brilliant at both, sure. But often times you'll see certain children struggle with the non-math AAP curriculum. |
I also can't help my kids in math anymore. But in ALL FCPS middle schools there is WIN time and if your kid is having trouble in math, they have to utilize that time. Middle school is the time kids need to learn how to get help THEMSELVES if they need it. |
At least in our FCPS high school, they don't even allow you to drop down (or make any course changes) until the end of first quarter. |
Ha ha. You don't know what you're talking about. We see plenty of attempts by non-gifted children to take enrichment classes who fail. Your "normal intellect" child will not be successful, for instance, in AoPS Algebra in 4th or 5th grade the way my gifted child was. We know this because some parents try and end up with children who - drop out of AoPS/RSM (and go to remedial shops like Kumon/Mathnasium) - even if they don't drop out, do not do well in those classes - even if they manage to finish can master, at best, the braindead school Algebra courses but would fail immediately at actual problem solving |
RSM has three levels for a reason, more kids are in the first two classes then are in the honors class. There is nothing wrong with that, the classes meet the kids where they are. |
And then there are parent like myself. Kid was accepted to AAP without parents knowing much about the program. I asked and asked, even on this forum, whether there is anything we need to be aware of or try to prepare before the start of third grade. No one told me what you described (and what I am painfully aware of now). Most responses, even here on dcum, we’re in lines of “just read a lot, let your kid enjoy the summer, visit a library …” We have caught up and doing math enrichment now, but it was so confusing in third grade why teachers were only showing short videos and then immediately doing tests. DC also struggled with concepts that were not that hard, but it was not DC’s math aptitude - the pace and lack of explanation at school was the issue. Only after a full school year, some of the parents opened up, and every single one of them had their child in Kumon, RSM or AoPS since Kindergarten. We are doing the same now and DC is doing great. Parents should be somehow made aware. It’s not like we didn’t ask teachers and fellow parents before third grade. |
One of the books that really did change my life was Liping Ma's "Knowing and Teaching Elementary Mathematics". She asked a short series of questions covering relatively basic math to elementary school teachers selected as being highly interested in the subject. US teachers did badly. For example, half of them couldn't divide by fractions. Only one out of twenty-six or so could come up with a mathematically correct example illustrating the concept of division by fractions, and it wasn't even a good example. This suggests to me is that these "basic math" problems are, in fact, a *lot* more difficult than us mathy people realize. And also that the math instruction of anyone who grew up in the US is not likely to have been very good. |